diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..8a58e00 --- /dev/null +++ b/.gitignore @@ -0,0 +1,2 @@ +.ipynb_checkpoints +*/.ipynb_checkpoints/* \ No newline at end of file diff --git a/FunctionTrace_Profiler/FunctionTrace_Profiler.ipynb b/FunctionTrace_Profiler/FunctionTrace_Profiler.ipynb new file mode 100644 index 0000000..fddb4a9 --- /dev/null +++ b/FunctionTrace_Profiler/FunctionTrace_Profiler.ipynb @@ -0,0 +1,368 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b4473d34-b8d0-4a06-a56a-018e1da4609d", + "metadata": {}, + "source": [ + "# FunctionTrace Profiler" + ] + }, + { + "cell_type": "markdown", + "id": "d884701d-f9b0-4705-9e04-f087646b773b", + "metadata": {}, + "source": [ + "A graphical Python profiler that provides a clear view of your application's execution while being both low-overhead and easy to use.\n", + "To know more about FunctionTrace visit the **[home page](https://functiontrace.com/)**" + ] + }, + { + "cell_type": "markdown", + "id": "10de5a8b-fbff-4a40-95f7-bbbdea3866f9", + "metadata": {}, + "source": [ + "FunctionTrace can be called on existing Python applications with absolutely **no modifications**, and provides a complete and precise view of your application's entire execution. You'll see what functions your various Python processes and threads executed over time, when and what information was logged, where allocations occurred, and more. FunctionTrace does not profile GPU workloads. It can profile individual threads. It does not provide memory consumption information.\n", + "\n", + "FunctionTrace supports all of the useful profiling views you're familiar with, including **Stack Charts**, **Flame Graphs**, and **Call Trees**, thanks to its integration with the **[Firefox Profiler](https://profiler.firefox.com/)**" + ] + }, + { + "cell_type": "markdown", + "id": "35648847-9b05-43af-8d2d-0c44c3b2fe9e", + "metadata": { + "tags": [] + }, + "source": [ + "### To Install FunctionTrace" + ] + }, + { + "cell_type": "markdown", + "id": "cacf8e75-0730-4f0e-80b0-2eee552e6aa7", + "metadata": {}, + "source": [ + "FunctionTrace comes in two necessary pieces: a server, and a language-specific client.\n", + "\n", + "**Using pip**\n", + "\n", + "Note: It's currently necessary to have cargo installed in order to install FunctionTrace, as functiontrace-server is not packaged for all supported operating systems. You can install **cargo via rustup.** to know more about installing cargo visit the **[installation link.](http://web.mit.edu/rust-lang_v1.25/arch/amd64_ubuntu1404/share/doc/rust/html/cargo/getting-started/installation.html)**\n", + "\n", + "**Install the server**
\n", + "`cargo install functiontrace-server`\n", + "\n", + "**Install the Python client**
\n", + "`pip install functiontrace`\n" + ] + }, + { + "cell_type": "markdown", + "id": "5c81bdf8-0a58-4f83-9da1-d5011844b2d7", + "metadata": {}, + "source": [ + "### Ways to Profile Python Code using FunctionTrace" + ] + }, + { + "cell_type": "markdown", + "id": "f0d5910c-e0ee-4733-a02a-95aae15f431f", + "metadata": {}, + "source": [ + "- **1. Profile python script using FunctionTrace:** We can use FunctionTrace to profile any python script with no modification in code." + ] + }, + { + "cell_type": "markdown", + "id": "8e3c32ed-e377-47b8-b54b-3d292fc68e11", + "metadata": { + "tags": [] + }, + "source": [ + "### 1. Profile python script using FunctionTrace:" + ] + }, + { + "cell_type": "markdown", + "id": "88faff3a-d35b-43d6-9a2a-af2d8eae21db", + "metadata": {}, + "source": [ + "Create a python file **example.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "2c9efcd4-9456-44db-a3db-b017079007c0", + "metadata": {}, + "outputs": [], + "source": [ + "# import random\n", + "\n", + "# def random_number_generator(): ## This function return a random number\n", + "# arr1 = [random.randint(1,10) for i in range(100000)] \n", + "# arr2 = [random.randint(1,10) for i in range(100000)]\n", + "# arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + "# del arr1\n", + "# del arr2\n", + "# tot = sum(arr3)\n", + "# del arr3\n", + "# print(tot)\n", + "\n", + "# if __name__ == \"__main__\":\n", + "# random_number_generator()" + ] + }, + { + "cell_type": "markdown", + "id": "d190ea83-d387-4150-95dd-2fc964e3e15a", + "metadata": {}, + "source": [ + "To know how to use **FunctionTrace** use the help function" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3f67e650-6296-4af6-906b-1aeb49f5f8aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "usage: functiontrace.py [-h] [--trace-memory] [--output-dir OUTPUT_DIR] [-v]\n", + " ...\n", + "\n", + "Trace a script's execution.\n", + "\n", + "positional arguments:\n", + " script\n", + "\n", + "optional arguments:\n", + " -h, --help show this help message and exit\n", + " --trace-memory, --trace_memory\n", + " Trace memory allocations/frees when enabled. This may\n", + " add tracing overhead, so is disabled by default.\n", + " --output-dir OUTPUT_DIR, --output_dir OUTPUT_DIR\n", + " The directory to output trace files to\n", + " -v, --version show program's version number and exit\n" + ] + } + ], + "source": [ + "!python -m functiontrace --help" + ] + }, + { + "cell_type": "markdown", + "id": "6714e5c1-05ba-44d8-978a-68b93667632c", + "metadata": {}, + "source": [ + "To profile the **example.py** file using **FunctionTrace** execute the below line" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f786d23c-eadb-4758-aa5b-4de42bd9b213", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1102329\n" + ] + } + ], + "source": [ + "!functiontrace --output-dir 'example_results/' example.py " + ] + }, + { + "cell_type": "markdown", + "id": "2301d1ea-ae4e-4eb5-b8f2-73ed6cc416e7", + "metadata": { + "tags": [] + }, + "source": [ + "### Example to use **FunctionTrace** for **intelligent_indexing** ref kit " + ] + }, + { + "cell_type": "markdown", + "id": "d1c2cb39-92d2-42fe-b471-479e1fb2d724", + "metadata": {}, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "12cd7724-15dc-4ae7-ae10-1da2ae663724", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "6f67f213-633f-4f2b-b5a9-c02bc7fd44f2", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "- After creating environment install **FunctionTrace** in both the environments **doc_class_stock** and **doc_class_intel** using `pip install functiontrace`\n", + "\n", + "**We will be using FunctionTrace to profile this workload below.**" + ] + }, + { + "cell_type": "markdown", + "id": "a8c9be9b-0745-4ac1-b8f8-f8ca9a6cd722", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Stock Packages" + ] + }, + { + "cell_type": "markdown", + "id": "49dad35d-3607-49bb-ae27-3cd3b03f2a93", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "1c56a635-7171-4f8c-8d15-fad65ba22349", + "metadata": {}, + "source": [ + "`functiontrace --output-dir '../../Profiling_Guide/FunctionTrace_Profiler/FunctionTrace_Results/stock_results' run_benchmarks.py -l \"../logs/stock_stock.log\"`" + ] + }, + { + "cell_type": "markdown", + "id": "cb956315-6536-45ab-b232-4f927619fb7f", + "metadata": {}, + "source": [ + "The above command will generate two **json** files containing the **profiling results** in the **--output-dir** mentioned above. You can choose any of the json files, multiple profiling runs generate different json files and ***latest.json** json file is updated with latest run. You may also need to unzip a `gz` file in order to get the `.json` contents. To unzip a `gz` file, use the command `gzip -d .gz`." + ] + }, + { + "cell_type": "markdown", + "id": "ec1c33a5-fcfd-4663-9fb8-a678019e3725", + "metadata": {}, + "source": [ + "To view **FunctionTrace results** download the json file for respective results and visit the **[firefox profiler](https://profiler.firefox.com/)** and upload the json file there to view results" + ] + }, + { + "attachments": { + "cdf27a7d-39b6-40b0-91bc-cf2b87857564.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "938b31a1-9903-4c54-9261-3fe75948ce61", + "metadata": {}, + "source": [ + "Sample result has **Call Tree**, **Flame Graph**, **Stack Chart**, **Marker Chart**\n", + "![image.png](attachment:cdf27a7d-39b6-40b0-91bc-cf2b87857564.png)" + ] + }, + { + "cell_type": "markdown", + "id": "5e6eada7-bdf0-4d65-9755-916317d95566", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Intel optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "ba4a2d6d-602e-436f-81cb-c92dfa2ea0f7", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Exexcute the below command:" + ] + }, + { + "cell_type": "markdown", + "id": "47775ae4-3e68-4d82-a4a0-5ed2589d554b", + "metadata": {}, + "source": [ + "`functiontrace --output-dir '../../Profiling_Guide/FunctionTrace_Profiler/FunctionTrace_Results/oneapi_optimized_results/' run_benchmarks.py -i -l \"../logs/intel_intel.log\"`" + ] + }, + { + "cell_type": "markdown", + "id": "ef023e68-1198-472b-81cb-b0d6a7f48e69", + "metadata": {}, + "source": [ + "The above command will generate two **json** files containing the **profiling results** in the **--output-dir** mentioned above. You can choose any of the json files, multiple profiling runs generate different json files and ***latest.json** json file is updated with latest run. You may also need to unzip a `gz` file in order to get the `.json` contents. To unzip a `gz` file, use the command `gzip -d .gz`. " + ] + }, + { + "cell_type": "markdown", + "id": "132114f5-9f94-447e-af9d-9278142ed96f", + "metadata": {}, + "source": [ + "To view **FunctionTrace results** download the json file for respective results and visit the **[firefox profiler](https://profiler.firefox.com/)** and upload the json file there to view results" + ] + }, + { + "attachments": { + "cdf27a7d-39b6-40b0-91bc-cf2b87857564.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "627afa2d-674c-47a7-a15e-81bf69744d16", + "metadata": {}, + "source": [ + "Sample result has **Call Tree**, **Flame Graph**, **Stack Chart**, **Marker Chart**\n", + "![image.png](attachment:cdf27a7d-39b6-40b0-91bc-cf2b87857564.png)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/FunctionTrace_Profiler/FunctionTrace_Results/oneapi_optimized_results/empty_file.txt b/FunctionTrace_Profiler/FunctionTrace_Results/oneapi_optimized_results/empty_file.txt new file mode 100644 index 0000000..e69de29 diff --git a/FunctionTrace_Profiler/FunctionTrace_Results/stock_results/empty_file.txt b/FunctionTrace_Profiler/FunctionTrace_Results/stock_results/empty_file.txt new file mode 100644 index 0000000..e69de29 diff --git a/FunctionTrace_Profiler/example.py b/FunctionTrace_Profiler/example.py new file mode 100644 index 0000000..c135430 --- /dev/null +++ b/FunctionTrace_Profiler/example.py @@ -0,0 +1,14 @@ +import random + +def random_number_generator(): + arr1 = [random.randint(1,10) for i in range(100000)] + arr2 = [random.randint(1,10) for i in range(100000)] + arr3 = [arr1[i]+arr2[i] for i in range(100000)] + del arr1 + del arr2 + tot = sum(arr3) + del arr3 + print(tot) + +if __name__ == "__main__": + random_number_generator() \ No newline at end of file diff --git a/FunctionTrace_Profiler/example_results/functiontrace.2023-05-10-20:11:22.305.json.gz b/FunctionTrace_Profiler/example_results/functiontrace.2023-05-10-20:11:22.305.json.gz new file mode 100644 index 0000000..e69de29 diff --git a/FunctionTrace_Profiler/example_results/functiontrace.2023-05-10-20:12:54.198.json.gz b/FunctionTrace_Profiler/example_results/functiontrace.2023-05-10-20:12:54.198.json.gz new file mode 100644 index 0000000..e69de29 diff --git a/LICENSE b/LICENSE new file mode 100644 index 0000000..261eeb9 --- /dev/null +++ b/LICENSE @@ -0,0 +1,201 @@ + Apache License + Version 2.0, January 2004 + http://www.apache.org/licenses/ + + TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION + + 1. 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We also recommend that a + file or class name and description of purpose be included on the + same "printed page" as the copyright notice for easier + identification within third-party archives. + + Copyright [yyyy] [name of copyright owner] + + Licensed under the Apache License, Version 2.0 (the "License"); + you may not use this file except in compliance with the License. + You may obtain a copy of the License at + + http://www.apache.org/licenses/LICENSE-2.0 + + Unless required by applicable law or agreed to in writing, software + distributed under the License is distributed on an "AS IS" BASIS, + WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. + See the License for the specific language governing permissions and + limitations under the License. diff --git a/Line_Profiler/Line_Profiler.ipynb b/Line_Profiler/Line_Profiler.ipynb index b249300..2344995 100644 --- a/Line_Profiler/Line_Profiler.ipynb +++ b/Line_Profiler/Line_Profiler.ipynb @@ -15,53 +15,62 @@ "id": "f9cf283e-b70a-43be-a454-00fb75f0214c", "metadata": {}, "source": [ - "Function profiling tools only time function calls. This is a good first step for locating hotspots in one's program and is frequently all one needs to do to optimize the program. **However, sometimes the cause of the hotspot is actually a single line in the function, and that line may not be obvious from just reading the source code**. These cases are particularly frequent in scientific computing. Functions tend to be larger (sometimes because of legitimate algorithmic complexity, sometimes because the programmer is still trying to write FORTRAN code), and a single statement without function calls can trigger lots of computation when using libraries like numpy. cProfile only times explicit function calls, not special methods called because of syntax. Consequently, a relatively slow numpy operation on large arrays like this,\n", + "Function profiling tools only time function calls. This is a good first step for locating hotspots in one's program and is frequently all one needs to do to optimize the program. **However, sometimes the cause of the hotspot is actually a single line in the function, and that line may not be obvious from just reading the source code**. These cases are particularly frequent in scientific computing. Functions tend to be larger (sometimes because of legitimate algorithmic complexity), and a single statement without function calls can trigger lots of computation when using libraries like NumPy. **Function profilers** like **cProfile** only times explicit function calls, not special methods called because of syntax.
\n", + "Consequently, a relatively slow numpy operation on large arrays like this,\n", "```\n", "a[large_index_array] = some_other_large_array\n", "```\n", "is a hotspot that never gets broken out by cProfile because there is no explicit function call in that statement.\n", "\n", - "***LineProfiler can be given functions to profile, and it will time the execution of each individual line inside those functions.***
\n", + "**LineProfiler can be given functions to profile, and it will time the execution of each individual line inside those functions. It does not profile GPU workloads. It cannot profile individual threads. It does not provide memory consumption information.**
\n", + "To know more about the line profiler please visit the **[line profiler documentation](https://github.com/pyutils/line_profiler)**
\n", "\n", - "To know more about line profiler visit [link](https://github.com/pyutils/line_profiler)
\n", + "### To Install line_profiler \n", + "**Using Conda**
\n", + "`conda install line_profiler`\n", "\n", - "**To Install line_profiler**
\n", - "**Using Conda**\n", - "```\n", - "conda install line_profiler\n", - "```\n", - "**Using pip**\n", - "```\n", - "$ pip install line_profiler\n", + "**Using pip**
\n", + "`pip install line_profiler`
\n", + "To install compatible IPython version using pip:
\n", + "`pip install line_profiler[ipython]`\n", "\n", - "To install compatible IPython version using pip:\n", - "$ pip install line_profiler[ipython]\n", + "**From Source**
\n", + "To check out the development sources, you can use Git:
\n", + "`git clone https://github.com/pyutils/line_profiler.git`\n", "\n", - "To check out the development sources, you can use Git:\n", - "$ git clone https://github.com/pyutils/line_profiler.git\n", - "```" + "To visualize results after profiling, we need **Snakeviz.**
\n", + "**To install Snakeviz**
\n", + "**Using pip**
\n", + "`pip install snakeviz`
\n", + "To know more about **Snakeviz** visit **[official documentation](https://jiffyclub.github.io/snakeviz/)**
\n", + "\n", + "For this notebook you also need to make sure you that have **matplotlib** installed
\n", + "**Using Conda**
\n", + "`conda install -c conda-forge matplotlib`
\n", + "**Using pip**
\n", + "`pip install matplotlib`
\n" ] }, { "cell_type": "markdown", "id": "d09af3c0-bfc5-4575-8521-9c9df335ce96", - "metadata": {}, + "metadata": { + "tags": [] + }, "source": [ - "Ways to Profile Python Code using \"line_profiler\"\n", + "### Ways to Profile Python Code using **line_profiler**\n", "- **kernprof**: Command Prompt/Shell Command: This command let us profile whole Python script from command line/shell.\n", - "- **LineProfiler**: Object in Python Script: This let us profile individual functions of our code by declaring profiler object in script itself.\n", - "- **%lprun**: Jupyter Notebook Magic Command: This let us profile functions in Jupyter Notebooks using \"%lprun\" line magic command." + "- **LineProfiler**: Object in Python Script: This let us profile individual functions of our code by declaring profiler object in script itself." ] }, { "cell_type": "markdown", "id": "e16f8c06-62fc-4f84-904a-fda323a54f03", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ - "### Example to use KernProf and Line_Profiler Object" + "### 1. Using Kernprof" ] }, { @@ -69,12 +78,12 @@ "id": "26eeb993-bdc5-49aa-bf18-ce61faf9ea09", "metadata": {}, "source": [ - "Create a python file **random_number_average.py** with following code. We have already created one for your reference" + "Create a python file **random_number_average.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "id": "4a27379f-915f-4a6d-9991-552a42e9a2b7", "metadata": {}, "outputs": [], @@ -82,15 +91,15 @@ "# import time\n", "# import random\n", "\n", - "# @profile\n", - "# def very_slow_random_generator():\n", - "# time.sleep(5)\n", + "# @profile ## Add this decorator above the function you want to profile\n", + "# def very_slow_random_generator(): ### A random number generator function\n", + "# time.sleep(5) ## Added time.sleep to simulate very slow processing\n", "# arr = [random.randint(1,100) for i in range(100000)]\n", "# return sum(arr) / len(arr)\n", "\n", "# @profile\n", - "# def slow_random_generator():\n", - "# time.sleep(2)\n", + "# def slow_random_generator(): ### A random number generator function\n", + "# time.sleep(2) ## Added time.sleep to simulate very slow processing\n", "# arr = [random.randint(1,100) for i in range(100000)]\n", "# return sum(arr) / len(arr)\n", " \n", @@ -109,7 +118,6 @@ "cell_type": "markdown", "id": "7157d66e-3cfc-432b-b6f9-158d8560237f", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ @@ -121,12 +129,12 @@ "id": "cf005436-108d-486a-8432-6c654962ede4", "metadata": {}, "source": [ - "To Profile this file use decorators **@profile** above the function use " + "To Profile **random_number_average.py** using **kernprof**, execute the below command" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "7d9bc1b9-43bf-476a-ba36-2967fa547abe", "metadata": {}, "outputs": [ @@ -134,8 +142,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "50.61365\n", - "50.55554\n", + "50.46538\n", + "50.52094\n", "Wrote profile results to random_number_average.py.lprof\n" ] } @@ -154,7 +162,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "id": "40303d53-1a0b-415d-b9b0-4db1130ed3bf", "metadata": {}, "outputs": [ @@ -164,7 +172,7 @@ "text": [ "Timer unit: 1e-06 s\n", "\n", - "Total time: 5.28899 s\n", + "Total time: 5.2137 s\n", "File: random_number_average.py\n", "Function: very_slow_random_generator at line 4\n", "\n", @@ -172,11 +180,11 @@ "==============================================================\n", " 4 @profile\n", " 5 def very_slow_random_generator():\n", - " 6 1 5002783.5 5002783.5 94.6 time.sleep(5)\n", - " 7 1 285592.4 285592.4 5.4 arr = [random.randint(1,100) for i in range(100000)]\n", - " 8 1 613.6 613.6 0.0 return sum(arr) / len(arr)\n", + " 6 1 5005141.8 5005141.8 96.0 time.sleep(5)\n", + " 7 1 207910.0 207910.0 4.0 arr = [random.randint(1,100) for i in range(100000)]\n", + " 8 1 649.2 649.2 0.0 return sum(arr) / len(arr)\n", "\n", - "Total time: 2.28891 s\n", + "Total time: 2.21464 s\n", "File: random_number_average.py\n", "Function: slow_random_generator at line 10\n", "\n", @@ -184,11 +192,11 @@ "==============================================================\n", " 10 @profile\n", " 11 def slow_random_generator():\n", - " 12 1 2002051.3 2002051.3 87.5 time.sleep(2)\n", - " 13 1 286242.2 286242.2 12.5 arr = [random.randint(1,100) for i in range(100000)]\n", - " 14 1 615.0 615.0 0.0 return sum(arr) / len(arr)\n", + " 12 1 2002103.7 2002103.7 90.4 time.sleep(2)\n", + " 13 1 211889.0 211889.0 9.6 arr = [random.randint(1,100) for i in range(100000)]\n", + " 14 1 647.4 647.4 0.0 return sum(arr) / len(arr)\n", "\n", - "Total time: 7.57832 s\n", + "Total time: 7.42858 s\n", "File: random_number_average.py\n", "Function: main_func at line 16\n", "\n", @@ -196,11 +204,11 @@ "==============================================================\n", " 16 @profile\n", " 17 def main_func():\n", - " 18 1 2289093.1 2289093.1 30.2 result = slow_random_generator()\n", - " 19 1 44.8 44.8 0.0 print(result)\n", + " 18 1 2214732.9 2214732.9 29.8 result = slow_random_generator()\n", + " 19 1 28.8 28.8 0.0 print(result)\n", " 20 \n", - " 21 1 5289144.5 5289144.5 69.8 result = very_slow_random_generator()\n", - " 22 1 36.1 36.1 0.0 print(result)\n", + " 21 1 5213789.1 5213789.1 70.2 result = very_slow_random_generator()\n", + " 22 1 27.4 27.4 0.0 print(result)\n", "\n" ] } @@ -226,11 +234,10 @@ "cell_type": "markdown", "id": "0d636de3-1078-4b56-9e8d-701126526111", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ - "#### Line Profiler Object" + "### 2. Using Line Profiler Object" ] }, { @@ -238,7 +245,7 @@ "id": "ea84f4fc-7df9-4d38-94e4-42932810d834", "metadata": {}, "source": [ - "We then need to create an **object of LineProfiler class** first. We then need to create a wrapper around main_func() by calling the LineProfiler instance passing it main_func. We can then execute that line profiler wrapper which will execute main_func()." + "We then need to create an **object of LineProfiler class** first. To add multiple functions to the LineProfiler object class, use the **add_function** method shown below. We then need to create a wrapper around main_func() by calling the LineProfiler instance passing it main_func. We can then execute that line profiler wrapper which will execute main_func()." ] }, { @@ -248,20 +255,19 @@ "tags": [] }, "source": [ - "Add this code in your python file and to add multiple functions use **add_function**\n", "```\n", "from line_profiler import LineProfiler\n", "\n", - "lprofiler = LineProfiler()\n", + "lprofiler = LineProfiler() ##Create LineProfiler Object\n", "\n", - "lprofiler.add_function(very_slow_random_generator)\n", - "lprofiler.add_function(slow_random_generator)\n", + "lprofiler.add_function(very_slow_random_generator) ##Add function that needs to be profiled to the object\n", + "lprofiler.add_function(slow_random_generator) ##Add function that needs to be profiled to the object\n", "\n", - "lp_wrapper = lprofiler(main_func)\n", + "lp_wrapper = lprofiler(main_func) ##Create a wrapper for main_func\n", "\n", - "lp_wrapper()\n", + "lp_wrapper() ##This line will execute main_func and profile the functions\n", "\n", - "lprofiler.print_stats()\n", + "lprofiler.print_stats() ## To print profiling stats\n", "```" ] }, @@ -270,12 +276,12 @@ "id": "6cc58a90-ba7e-4aa8-854c-4d5d8f313a0c", "metadata": {}, "source": [ - "We have an example file with name **random_number_average_with_lp_object.py**. To view the results run the file" + "We have an example file with the name **random_number_average_with_lp_object.py** already created for you. To view the results run the file" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "id": "1e419bea-dcf4-445e-97be-4a0c19fe86e1", "metadata": {}, "outputs": [ @@ -283,44 +289,44 @@ "name": "stdout", "output_type": "stream", "text": [ - "50.5467\n", - "50.55348\n", + "50.4126\n", + "50.53084\n", "Timer unit: 1e-09 s\n", "\n", - "Total time: 5.29262 s\n", - "File: random_number_average_with_lp_object.py\n", + "Total time: 5.21065 s\n", + "File: /home/u178155/yash_tests/Profiling_Guide/Line_Profiler/random_number_average_with_lp_object.py\n", "Function: very_slow_random_generator at line 6\n", "\n", "Line # Hits Time Per Hit % Time Line Contents\n", "==============================================================\n", " 6 def very_slow_random_generator():\n", - " 7 1 5005053490.0 5005053490.0 94.6 time.sleep(5)\n", - " 8 1 286959649.0 286959649.0 5.4 arr = [random.randint(1,100) for i in range(100000)]\n", - " 9 1 611228.0 611228.0 0.0 return sum(arr) / len(arr)\n", + " 7 1 5005105234.0 5005105234.0 96.1 time.sleep(5)\n", + " 8 1 204900315.0 204900315.0 3.9 arr = [random.randint(1,100) for i in range(100000)]\n", + " 9 1 645843.0 645843.0 0.0 return sum(arr) / len(arr)\n", "\n", - "Total time: 2.29 s\n", - "File: random_number_average_with_lp_object.py\n", + "Total time: 2.21203 s\n", + "File: /home/u178155/yash_tests/Profiling_Guide/Line_Profiler/random_number_average_with_lp_object.py\n", "Function: slow_random_generator at line 11\n", "\n", "Line # Hits Time Per Hit % Time Line Contents\n", "==============================================================\n", " 11 def slow_random_generator():\n", - " 12 1 2002050071.0 2002050071.0 87.4 time.sleep(2)\n", - " 13 1 287334481.0 287334481.0 12.5 arr = [random.randint(1,100) for i in range(100000)]\n", - " 14 1 616737.0 616737.0 0.0 return sum(arr) / len(arr)\n", + " 12 1 2002091765.0 2002091765.0 90.5 time.sleep(2)\n", + " 13 1 209286096.0 209286096.0 9.5 arr = [random.randint(1,100) for i in range(100000)]\n", + " 14 1 650456.0 650456.0 0.0 return sum(arr) / len(arr)\n", "\n", - "Total time: 7.58301 s\n", - "File: random_number_average_with_lp_object.py\n", + "Total time: 7.42289 s\n", + "File: /home/u178155/yash_tests/Profiling_Guide/Line_Profiler/random_number_average_with_lp_object.py\n", "Function: main_func at line 16\n", "\n", "Line # Hits Time Per Hit % Time Line Contents\n", "==============================================================\n", " 16 def main_func():\n", - " 17 1 2290177405.0 2290177405.0 30.2 result = slow_random_generator()\n", - " 18 1 39018.0 39018.0 0.0 print(result)\n", + " 17 1 2212108755.0 2212108755.0 29.8 result = slow_random_generator()\n", + " 18 1 32737.0 32737.0 0.0 print(result)\n", " 19 \n", - " 20 1 5292761862.0 5292761862.0 69.8 result = very_slow_random_generator()\n", - " 21 1 33444.0 33444.0 0.0 print(result)\n", + " 20 1 5210726637.0 5210726637.0 70.2 result = very_slow_random_generator()\n", + " 21 1 25445.0 25445.0 0.0 print(result)\n", "\n" ] } @@ -333,11 +339,10 @@ "cell_type": "markdown", "id": "90f3de7e-a238-4ea4-a308-8dc2bdd643e1", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ - "## Profile [Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing) Ref kit using %lprun\n" + "## Profile the [Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing) Ref kit using Line Profiler" ] }, { @@ -345,9 +350,9 @@ "id": "9a0020a2-34f8-43d4-b9f5-0c174eecc4c7", "metadata": {}, "source": [ - "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® oneAPI AI Analytics Toolkit (oneAPI)** to accelerate the pipeline.\n", + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", "\n", - "**Intel® oneAPI** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." ] }, { @@ -356,9 +361,9 @@ "metadata": {}, "source": [ "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", - "- **[Intel® oneAPI Modin](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", - "- **[Intel® oneAPI Scikit-Learn-Extension](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." ] }, @@ -373,406 +378,344 @@ "```\n", "conda install line_profiler\n", "```\n", - "We will be using **line_profiler** to profile this workload below." + "**We will be using line_profiler to profile this workload below.**" ] }, { "cell_type": "markdown", - "id": "4a4f3ae4-09d3-41b4-97a7-901c0c3527f2", + "id": "97ad8ab5-723c-4989-9a31-30244119bdc0", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ - "### %lprun Usage" + "### Modify the run_benchmarks.py File of the Reference Kit" ] }, { "cell_type": "markdown", - "id": "b3042c3f-caaf-4d27-9bd7-973ee42cd35a", + "id": "91947908-a3bb-4222-8249-a5480b9d708f", "metadata": {}, "source": [ - "- Load Line Profiler using load_ext line_profiler\n", - "- lprun? : To get help for usage of lprun" + "Just add the **@profile** decorator at the top of functions you want to profile.
\n", + "\n", + "Modify the **run_benchmarks.py (Location '../intelligent-indexing/src/run_benchmarks.py')** file to add **@profile** decorators as shown below (we have provided a **run_benchmarks_line.py** for your reference, **copy the file at Location '../intelligent-indexing/src/run_benchmarks_line.py'**, if you would like to skip this step and move to the next section).
\n", + "\n", + "**Modify the get_data() function**\n", + "```\n", + "@profile\n", + "def get_data(path_to_csv: str) -> pd.DataFrame:\n", + " \"\"\"Read in and clean data\n", + " Args:\n", + " path_to_csv (str): processed data\n", + " \"\"\"\n", + " data = pd.read_csv(path_to_csv)[\n", + " ['category', 'headline', 'short_description', 'link']\n", + " ]\n", + " data = data.dropna(subset=['headline', 'short_description', 'link'])\n", + "\n", + " data.link = data.link.apply(clean_link)\n", + " data.short_description = data.short_description \\\n", + " .apply(clean_short_description)\n", + " data.headline = data.headline.apply(clean_headline)\n", + "\n", + " data['text'] = data.link + \" \" + data.short_description \\\n", + " + \" \" + data.headline\n", + " data['tokens'] = data.text.apply(tokenize)\n", + " return data\n", + "```\n", + "
\n", + "\n", + "**Create a function train_data()**\n", + "```\n", + "@profile\n", + "def train_data(train,test):\n", + " vectorizer = TfidfVectorizer(\n", + " min_df=50,\n", + " lowercase=False,\n", + " tokenizer=lambda x: x)\n", + " \n", + " svc = SVC()\n", + " svc.fit(vectorizer.fit_transform(train.tokens), train.category)\n", + " training_time = time.time()\n", + " y_pred = svc.predict(vectorizer.transform(test.tokens))\n", + " return svc, training_time, y_pred\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "cc99e1ae-b237-433b-b154-7909c5582581", + "metadata": { + "tags": [] + }, + "source": [ + "### Profile the Intelligent Indexing Ref Kit with Stock packages" ] }, { - "cell_type": "code", - "execution_count": 6, - "id": "25685bc6-1225-4e35-87a7-2720ebf43d6b", + "cell_type": "markdown", + "id": "249acf83-5cfa-4d81-9bd3-ab5cb4121219", "metadata": {}, - "outputs": [], "source": [ - "%load_ext line_profiler" + "To run the profiler on the intelligent indexing ref kit with stock, unoptimized packages:
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" ] }, { - "cell_type": "code", - "execution_count": 8, - "id": "3b535e36-ac33-4b33-b2b3-dbe6f4c17772", + "cell_type": "markdown", + "id": "4873e4cc-bdba-4af8-9d71-cd20beb6b007", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[0;31mDocstring:\u001b[0m\n", - "Execute a statement under the line-by-line profiler from the\n", - "line_profiler module.\n", - "\n", - "Usage:\n", - "%lprun -f func1 -f func2 \n", - "\n", - "The given statement (which doesn't require quote marks) is run via the\n", - "LineProfiler. Profiling is enabled for the functions specified by the -f\n", - "options. The statistics will be shown side-by-side with the code through the\n", - "pager once the statement has completed.\n", - "\n", - "Options:\n", - "\n", - "-f : LineProfiler only profiles functions and methods it is told\n", - "to profile. This option tells the profiler about these functions. Multiple\n", - "-f options may be used. The argument may be any expression that gives\n", - "a Python function or method object. However, one must be careful to avoid\n", - "spaces that may confuse the option parser.\n", - "\n", - "-m : Get all the functions/methods in a module\n", - "\n", - "One or more -f or -m options are required to get any useful results.\n", - "\n", - "-D : dump the raw statistics out to a pickle file on disk. The\n", - "usual extension for this is \".lprof\". These statistics may be viewed later\n", - "by running line_profiler.py as a script.\n", - "\n", - "-T : dump the text-formatted statistics with the code side-by-side\n", - "out to a text file.\n", - "\n", - "-r: return the LineProfiler object after it has completed profiling.\n", - "\n", - "-s: strip out all entries from the print-out that have zeros.\n", - "\n", - "-u: specify time unit for the print-out in seconds.\n", - "\u001b[0;31mFile:\u001b[0m ~/anaconda3/envs/doc_class_intel/lib/python3.7/site-packages/line_profiler/ipython_extension.py\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ - "%lprun?" + "`kernprof -l -o '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/stock_results/line_stock.txt' run_benchmarks_line.py -l ../logs/stock_stock.log`" ] }, { "cell_type": "markdown", - "id": "cc99e1ae-b237-433b-b154-7909c5582581", - "metadata": { - "jp-MarkdownHeadingCollapsed": true, - "tags": [] - }, + "id": "201c280a-8421-4e15-8921-814e83037524", + "metadata": {}, "source": [ - "### Profile Intelligent Indexing Ref Kit with Stock packages" + "To visualize the results execute the below command from the **/intelligent-indexing/src/** directory" ] }, { "cell_type": "markdown", - "id": "71871d1e-0ae9-44cf-a28d-73f973db4f86", + "id": "e75bfd24-cf34-443a-937d-79e37c9ed1f6", "metadata": {}, "source": [ - "Create an object as shown below to pass parameters to the main function" + "`python -m line_profiler '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/stock_results/line_stock.txt'`" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "20cfbbf1-e888-4822-a6a5-19914e90ccf4", + "cell_type": "markdown", + "id": "bbef6660-f4ca-4866-bc3a-f8bd313c46a9", "metadata": {}, - "outputs": [], "source": [ - "import warnings\n", - "warnings.filterwarnings('ignore')\n", - "# mkdir -p ./Line_profile_results # create `Line_profile_results` dir in the parent dir if not present\n", - "# mkdir -p ./Line_profile_results/stock_results # create `stock_results` dir in the Line_profile_results if not present\n", - "# mkdir -p ./Line_profile_results/ipex_results # create `ipex_results` dir in the Line_profile_results if not present" + "#### To visualize results using snakeviz" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "e702d2c0-28ee-4239-84f6-572811e1e165", + "cell_type": "markdown", + "id": "c5c07bc8-3fd0-4ac3-b9de-010cff02ae0f", "metadata": {}, - "outputs": [], "source": [ - "from run_benchmarks import main\n", - "C = type('C', (object,), {})\n", - "d = C()\n", - "d.intel = False\n", - "d.logfile = '../intelligent-indexing/logs/stock_stock.log'\n", - "d.preprocessing_only = False\n", - "d.save_model_dir = False" + "To run the profiler on the intelligent indexing ref kit with stock packages
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:
\n", + "You can also save the profiling stats using flag **-o** as **fname.prof** and then use **snakeviz** to visualize the profiling results." ] }, { - "cell_type": "code", - "execution_count": 3, - "id": "7f799d7b-094a-4190-93bc-6defd156bbf2", + "cell_type": "markdown", + "id": "6d3aac7e-df03-4bd8-bf7c-fd19e7c0f00b", + "metadata": {}, + "source": [ + "`kernprof -l -o '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/stock_results/line_stock.prof' run_benchmarks_line.py -l ../logs/stock_stock.log`" + ] + }, + { + "cell_type": "markdown", + "id": "c8d58886-b97d-4dd1-a6b7-eb87dfe97967", + "metadata": {}, + "source": [ + "**To visualize the results use Snakeviz**
\n", + "- **-h**: show this help message and exit
\n", + "- **-v**: show program's version number and exit
\n", + "- **-H**: hostname to bind to (default: 127.0.0.1)
\n", + "- **-p**: port to bind to; port will be selected automatically (default: 8080)
\n", + "- **-b**: name of webbrowser to launch as described in the [documentation](https://docs.python.org/3/library/webbrowser.html)
\n", + "- **-s**: start SnakeViz in server-only mode--no attempt will be made to open a browser
\n", + "\n", + "**To know more about Snakeviz visit this [documentation](https://jiffyclub.github.io/snakeviz/)**
\n", + "Use the below command on the CLI terminal to visualize the saved results:
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." + ] + }, + { + "cell_type": "markdown", + "id": "48ae1713-7e6c-4ba9-97a0-a172d8940475", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "*** Profile printout saved to text file 'lprof0'. \n" - ] - }, - { - "data": { - "text/plain": [ - "Timer unit: 1e-09 s\n", - "\n", - "Total time: 11554.1 s\n", - "File: /ws2/yfulwani/intelligent-indexing/src/run_benchmarks.py\n", - "Function: main at line 32\n", - "\n", - "Line # Hits Time Per Hit % Time Line Contents\n", - "==============================================================\n", - " 32 \"\"\"Setup model for inference and perform benchmarking\n", - " 33 \n", - " 34 Args:\n", - " 35 flags: benchmarking flags\n", - " 36 \"\"\"\n", - " 37 \n", - " 38 if flags.logfile == \"\":\n", - " 39 1 1766.0 1766.0 0.0 logging.basicConfig(level=logging.DEBUG)\n", - " 40 else:\n", - " 41 logging.basicConfig(filename=flags.logfile, level=logging.DEBUG)\n", - " 42 1 242081.0 242081.0 0.0 logger = logging.getLogger()\n", - " 43 1 2369.0 2369.0 0.0 \n", - " 44 if flags.intel:\n", - " 45 1 549.0 549.0 0.0 logging.debug(\"Loading intel libraries...\")\n", - " 46 \n", - " 47 import modin.pandas as pd\n", - " 48 from sklearnex.svm import SVC\n", - " 49 import ray\n", - " 50 ray.init()\n", - " 51 \n", - " 52 else:\n", - " 53 logging.debug(\"Loading stock libraries...\")\n", - " 54 1 208691.0 208691.0 0.0 \n", - " 55 import pandas as pd\n", - " 56 1 258531370.0 258531370.0 0.0 from sklearn.svm import SVC\n", - " 57 1 5409.0 5409.0 0.0 \n", - " 58 def get_data(path_to_csv: str) -> pd.DataFrame:\n", - " 59 1 1955.0 1955.0 0.0 \"\"\"Read in and clean data\n", - " 60 \n", - " 61 Args:\n", - " 62 path_to_csv (str): processed data\n", - " 63 \"\"\"\n", - " 64 data = pd.read_csv(path_to_csv)[\n", - " 65 ['category', 'headline', 'short_description', 'link']\n", - " 66 ]\n", - " 67 data = data.dropna(subset=['headline', 'short_description', 'link'])\n", - " 68 \n", - " 69 data.link = data.link.apply(clean_link)\n", - " 70 data.short_description = data.short_description \\\n", - " 71 .apply(clean_short_description)\n", - " 72 data.headline = data.headline.apply(clean_headline)\n", - " 73 \n", - " 74 data['text'] = data.link + \" \" + data.short_description \\\n", - " 75 + \" \" + data.headline\n", - " 76 data['tokens'] = data.text.apply(tokenize)\n", - " 77 return data" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ - "%lprun -T ./Line_profile_results/stock_results/line_stock.txt -f main main(d) " + "`snakeviz '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/stock_results/line_stock.prof'`" ] }, { + "attachments": { + "382109ad-9a1b-4b6b-b398-07893390fc03.png": { + "image/png": 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+ } + }, "cell_type": "markdown", - "id": "716a36db-8fbe-4dc7-beac-fd0d61c4642a", + "id": "efa36b56-4e5c-4494-8c3d-1888a7dfa86c", "metadata": {}, "source": [ - "You can also save the profiling stats using flag **-D** as fname.prof and then use **snakeviz** to visualize the profiling results." + "**Interpreting Results**
\n", + "SnakeViz has two visualization styles, **icicle** (the default) and **sunburst**. In both the fraction of time spent in a function is represented by the extent of a visualization element, either the width of a rectangle or the angular extent of an arc. You can switch between the two styles using the “Style” dropdown. (See more below under Controls.)\n", + "\n", + "Functions don’t only spend time calling other functions, they also have their own internal time. SnakeViz shows this by putting a special child on each node that represents internal time. Only functions that call other functions will have this, functions with no calls are entirely internal time.\n", + "\n", + "- **Icicle**
\n", + "In the icicle visualization style functions are represented by rectangles. A root function is the top-most rectangle, with its child functions it calls below it, then the functions those call below them, and so on. The amount of time spent inside a function is represented by the width of the rectangle. A rectangle that stretches across most of the visualization represents a function that is taking up most of the time of its calling function, while a skinny rectangle represents a function that is using hardly any time at all.\n", + "![Snakeviz_1.png](attachment:76846840-857e-4372-8cb1-2f10b42a134d.png)
\n", + "\n", + "- **Sunburst**
\n", + "In the sunburst visualization style functions are represented as arcs. A root function is a circle at the middle, with functions it calls around, then the functions those functions call, and so on. The amount of time spent inside a function is represented by the angular extent of the arc (how far around the circle it goes). An arc that wraps most of the way around the circle represents a function that is taking up most of the time of its calling function, while a skinny arc represents a function that is using hardly any time at all.\n", + "![Snakeviz_2.png](attachment:382109ad-9a1b-4b6b-b398-07893390fc03.png)
\n", + "\n", + "The displayed information includes:\n", + "\n", + "- **Name**: function name\n", + "- **Cumulative Time**: total cumulative amount of time spent in the function in seconds and as a percentage of the total program run time\n", + "- **File**: name of the file in which the function is defined\n", + "- **Line**: line number on which the function is defined\n", + "- **Directory**: directory of the file\n", + "\n", + "To know more about Snakeviz visit the **[snakeviz documentation](https://jiffyclub.github.io/snakeviz/)**
" ] }, { "cell_type": "markdown", "id": "43df83f8-e438-459e-8c50-d3639a274b65", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ - "### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" + "### Profile the Intelligent Indexing Ref Kit with Intel optimized packages" ] }, { - "cell_type": "code", - "execution_count": 5, - "id": "e8838994-e1dd-463f-bc37-79dee7847f9d", + "cell_type": "markdown", + "id": "4b33d1b3-3b8b-4927-9509-4b9e9931d035", "metadata": {}, - "outputs": [], "source": [ - "C = type('C', (object,), {})\n", - "d = C()\n", - "d.intel = True\n", - "d.logfile = '../intelligent-indexing/logs/intel_intel.log'\n", - "d.preprocessing_only = False\n", - "d.save_model_dir = False" + "To run the profiler on the intelligent indexing ref kit with Intel optimized packages
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Execute the below command in Terminal:" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "ff2891fa-3462-4021-8c19-4c745b7c7872", + "cell_type": "markdown", + "id": "66d136dd-54a1-4d4c-b344-6c36fd27e889", "metadata": {}, - "outputs": [], "source": [ - "%lprun -T ./Line_profile_results/oneapi_optmized_results/line_oneapi_optmized.txt -f main main(d) " + "`kernprof -l -o '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.txt' run_benchmarks_line.py -i -l ../logs/intel_intel.log`" ] }, { - "cell_type": "code", - "execution_count": 8, - "id": "e939f6ba-529b-4fda-b801-cfbc238bae0d", + "cell_type": "markdown", + "id": "4b32dbab-1088-46dd-adab-4fba6f40e2bb", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Timer unit: 1e-09 s\n", - "\n", - "Total time: 114.579 s\n", - "File: /ws2/yfulwani/intelligent-indexing/src/run_benchmarks.py\n", - "Function: main at line 32\n", - "\n", - "Line # Hits Time Per Hit % Time Line Contents\n", - "==============================================================\n", - " 32 def main(flags):\n", - " 33 \"\"\"Setup model for inference and perform benchmarking\n", - " 34 \n", - " 35 Args:\n", - " 36 flags: benchmarking flags\n", - " 37 \"\"\"\n", - " 38 \n", - " 39 1 3493.0 3493.0 0.0 if flags.logfile == \"\":\n", - " 40 logging.basicConfig(level=logging.DEBUG)\n", - " 41 else:\n", - " 42 1 1561933.0 1561933.0 0.0 logging.basicConfig(filename=flags.logfile, level=logging.DEBUG)\n", - " 43 1 5000.0 5000.0 0.0 logger = logging.getLogger()\n", - " 44 \n", - " 45 1 1060.0 1060.0 0.0 if flags.intel:\n", - " 46 1 380165.0 380165.0 0.0 logging.debug(\"Loading intel libraries...\")\n", - " 47 \n", - " 48 1 546212174.0 546212174.0 0.5 import modin.pandas as pd\n", - " 49 1 313110605.0 313110605.0 0.3 from sklearnex.svm import SVC\n", - " 50 1 293736186.0 293736186.0 0.3 import ray\n", - " 51 1 3145692321.0 3145692321.0 2.7 ray.init()\n", - " 52 \n", - " 53 else:\n", - " 54 logging.debug(\"Loading stock libraries...\")\n", - " 55 \n", - " 56 import pandas as pd\n", - " 57 from sklearn.svm import SVC\n", - " 58 \n", - " 59 1 178578.0 178578.0 0.0 def get_data(path_to_csv: str) -> pd.DataFrame:\n", - " 60 \"\"\"Read in and clean data\n", - " 61 \n", - " 62 Args:\n", - " 63 path_to_csv (str): processed data\n", - " 64 \"\"\"\n", - " 65 data = pd.read_csv(path_to_csv)[\n", - " 66 ['category', 'headline', 'short_description', 'link']\n", - " 67 ]\n", - " 68 data = data.dropna(subset=['headline', 'short_description', 'link'])\n", - " 69 \n", - " 70 data.link = data.link.apply(clean_link)\n", - " 71 data.short_description = data.short_description \\\n", - " 72 .apply(clean_short_description)\n", - " 73 data.headline = data.headline.apply(clean_headline)\n", - " 74 \n", - " 75 data['text'] = data.link + \" \" + data.short_description \\\n", - " 76 + \" \" + data.headline\n", - " 77 data['tokens'] = data.text.apply(tokenize)\n", - " 78 return data\n", - " 79 \n", - " 80 # Read and clean training and testing data\n", - " 81 1 1387967.0 1387967.0 0.0 logger.info(\"Preprocessing Data...\")\n", - " 82 1 3320.0 3320.0 0.0 start = time.time()\n", - " 83 \n", - " 84 1 51320.0 51320.0 0.0 if not os.path.exists(\"../data/huffpost/train_all.csv\"):\n", - " 85 logger.error(\n", - " 86 \"Train data file ../data/huffpost/train_all.csv not found\")\n", - " 87 return\n", - " 88 \n", - " 89 1 16527.0 16527.0 0.0 if not os.path.exists(\"../data/huffpost/test.csv\"):\n", - " 90 logger.error(\"Test data file ../data/huffpost/test.csv not found\")\n", - " 91 return\n", - " 92 \n", - " 93 1 12158574276.0 12158574276.0 10.6 train = get_data(\"../data/huffpost/train_all.csv\")\n", - " 94 1 10549726145.0 10549726145.0 9.2 test = get_data(\"../data/huffpost/test.csv\")\n", - " 95 \n", - " 96 1 6068.0 6068.0 0.0 preprocessing_time = time.time()\n", - " 97 1 12557.0 12557.0 0.0 logger.info(\n", - " 98 1 2840.0 2840.0 0.0 \"=======> Preprocessing Time : %.3f secs\",\n", - " 99 1 1596988.0 1596988.0 0.0 preprocessing_time - start\n", - " 100 )\n", - " 101 \n", - " 102 1 11262.0 11262.0 0.0 if not flags.preprocessing_only:\n", - " 103 \n", - " 104 # Build TFIDF features and train the model\n", - " 105 1 192601.0 192601.0 0.0 logger.debug(\"Training & Evaluating Model...\")\n", - " 106 \n", - " 107 1 3534.0 3534.0 0.0 vectorizer = TfidfVectorizer(\n", - " 108 1 557.0 557.0 0.0 min_df=50,\n", - " 109 1 441.0 441.0 0.0 lowercase=False,\n", - " 110 1 203995.0 203995.0 0.0 tokenizer=lambda x: x)\n", - " 111 \n", - " 112 1 204357.0 204357.0 0.0 svc = SVC()\n", - " 113 1 59026240848.0 59026240848.0 51.5 svc.fit(vectorizer.fit_transform(train.tokens), train.category)\n", - " 114 \n", - " 115 1 4642.0 4642.0 0.0 training_time = time.time()\n", - " 116 \n", - " 117 # Predict on unseen test data\n", - " 118 1 28201801811.0 28201801811.0 24.6 y_pred = svc.predict(vectorizer.transform(test.tokens))\n", - " 119 \n", - " 120 1 7579.0 7579.0 0.0 prediction_time = time.time()\n", - " 121 \n", - " 122 1 14231.0 14231.0 0.0 if flags.save_model_dir:\n", - " 123 \n", - " 124 path = pathlib.Path(flags.save_model_dir)\n", - " 125 path.mkdir(parents=True, exist_ok=True)\n", - " 126 \n", - " 127 with open(path / \"model.pkl\", 'wb') as outfile:\n", - " 128 joblib.dump(svc, outfile)\n", - " 129 \n", - " 130 1 11028.0 11028.0 0.0 logger.info(\n", - " 131 1 3196.0 3196.0 0.0 \"=======> Test Accuracy : %.2f\",\n", - " 132 1 337484977.0 337484977.0 0.3 accuracy_score(y_pred, test.category)\n", - " 133 )\n", - " 134 1 379.0 379.0 0.0 logger.info(\n", - " 135 1 598.0 598.0 0.0 \"=======> Training Time : %.3f secs\",\n", - " 136 1 58500.0 58500.0 0.0 training_time - preprocessing_time\n", - " 137 )\n", - " 138 1 273.0 273.0 0.0 logger.info(\n", - " 139 1 201.0 201.0 0.0 \"=======> Inference Time : %.3f secs\",\n", - " 140 1 33440.0 33440.0 0.0 prediction_time - training_time\n", - " 141 )\n", - " 142 1 238.0 238.0 0.0 logger.info(\n", - " 143 1 207.0 207.0 0.0 \"=======> Total time : %.3f secs\",\n", - " 144 1 32956.0 32956.0 0.0 prediction_time - start\n", - " 145 )\n" - ] + "source": [ + "To visualize the results execute the below command from the **intelligent-indexing/src/** directory" + ] + }, + { + "cell_type": "markdown", + "id": "84d942ca-5f2e-4c81-a9ec-4dc2069a3192", + "metadata": {}, + "source": [ + "`python -m line_profiler '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.txt'`" + ] + }, + { + "cell_type": "markdown", + "id": "7bf6a234-2166-4017-8f40-4cc481baf760", + "metadata": {}, + "source": [ + "#### To visualize results using snakeviz" + ] + }, + { + "cell_type": "markdown", + "id": "9af5d69d-242c-4e8d-836f-568b0732df53", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit with Intel optimized packages
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Execute the below command in Terminal:
\n", + "You can also save the profiling stats using flag **-o** as **fname.prof** and then use **snakeviz** to visualize the profiling results." + ] + }, + { + "cell_type": "markdown", + "id": "a5f85ee1-0779-482f-a7a9-5ae084504370", + "metadata": {}, + "source": [ + "`kernprof -l -o '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.prof' run_benchmarks_line.py -i -l ../logs/intel_intel.log`" + ] + }, + { + "cell_type": "markdown", + "id": "56d2a4d6-51d6-4967-9a67-f0e5b19706f5", + "metadata": {}, + "source": [ + "**To visualize the results use Snakeviz**
\n", + "- **-h**: show this help message and exit
\n", + "- **-v**: show program's version number and exit
\n", + "- **-H**: hostname to bind to (default: 127.0.0.1)
\n", + "- **-p**: port to bind to; port will be selected automatically (default: 8080)
\n", + "- **-b**: name of webbrowser to launch as described in the [documentation](https://docs.python.org/3/library/webbrowser.html)
\n", + "- **-s**: start SnakeViz in server-only mode--no attempt will be made to open a browser
\n", + "\n", + "**To know more about Snakeviz visit this [documentation](https://jiffyclub.github.io/snakeviz/)**
\n", + "Use the below command on the CLI terminal to visualize the saved results:
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." + ] + }, + { + "cell_type": "markdown", + "id": "f25eb0f8-52e3-4eeb-b269-accb69f2483a", + "metadata": {}, + "source": [ + "`snakeviz '../../Profiling_Guide/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.prof'`" + ] + }, + { + "attachments": { + "382109ad-9a1b-4b6b-b398-07893390fc03.png": { + "image/png": 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} - ], + }, + "cell_type": "markdown", + "id": "e25341c7-fc80-4da9-a40a-4375a57fe59e", + "metadata": {}, "source": [ - "print(open('./Line_profile_results/oneapi_optmized_results/line_oneapi_optmized.txt', 'r').read())" + "**Interpreting Results**
\n", + "SnakeViz has two visualization styles, **icicle** (the default) and **sunburst**. In both the fraction of time spent in a function is represented by the extent of a visualization element, either the width of a rectangle or the angular extent of an arc. You can switch between the two styles using the “Style” dropdown. (See more below under Controls.)\n", + "\n", + "Functions don’t only spend time calling other functions, they also have their own internal time. SnakeViz shows this by putting a special child on each node that represents internal time. Only functions that call other functions will have this, functions with no calls are entirely internal time.\n", + "\n", + "- **Icicle**
\n", + "In the icicle visualization style functions are represented by rectangles. A root function is the top-most rectangle, with its child functions it calls below it, then the functions those call below them, and so on. The amount of time spent inside a function is represented by the width of the rectangle. A rectangle that stretches across most of the visualization represents a function that is taking up most of the time of its calling function, while a skinny rectangle represents a function that is using hardly any time at all.\n", + "![Snakeviz_1.png](attachment:76846840-857e-4372-8cb1-2f10b42a134d.png)
\n", + "\n", + "- **Sunburst**
\n", + "In the sunburst visualization style functions are represented as arcs. A root function is a circle at the middle, with functions it calls around, then the functions those functions call, and so on. The amount of time spent inside a function is represented by the angular extent of the arc (how far around the circle it goes). An arc that wraps most of the way around the circle represents a function that is taking up most of the time of its calling function, while a skinny arc represents a function that is using hardly any time at all.\n", + "![Snakeviz_2.png](attachment:382109ad-9a1b-4b6b-b398-07893390fc03.png)
\n", + "\n", + "The displayed information includes:\n", + "\n", + "- **Name**: function name\n", + "- **Cumulative Time**: total cumulative amount of time spent in the function in seconds and as a percentage of the total program run time\n", + "- **File**: name of the file in which the function is defined\n", + "- **Line**: line number on which the function is defined\n", + "- **Directory**: directory of the file\n", + "\n", + "To know more about Snakeviz visit the **[snakeviz documentation](https://jiffyclub.github.io/snakeviz/)**
" ] } ], diff --git a/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.txt b/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.txt new file mode 100644 index 0000000..231a03c Binary files /dev/null and b/Line_Profiler/Line_Profiler_results/oneapi_optimized_results/line_intel.txt differ diff --git a/Line_Profiler/Line_Profiler_results/oneapi_optmized_results/line_oneapi_optmized.txt b/Line_Profiler/Line_Profiler_results/oneapi_optmized_results/line_oneapi_optmized.txt deleted file mode 100644 index c0ea501..0000000 --- a/Line_Profiler/Line_Profiler_results/oneapi_optmized_results/line_oneapi_optmized.txt +++ /dev/null @@ -1,54 +0,0 @@ -Timer unit: 1e-09 s - -Total time: 11554.1 s -File: /ws2/yfulwani/intelligent-indexing/src/run_benchmarks.py -Function: main at line 32 - -Line # Hits Time Per Hit % Time Line Contents -============================================================== - 32 """Setup model for inference and perform benchmarking - 33 - 34 Args: - 35 flags: benchmarking flags - 36 """ - 37 - 38 if flags.logfile == "": - 39 1 1766.0 1766.0 0.0 logging.basicConfig(level=logging.DEBUG) - 40 else: - 41 logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) - 42 1 242081.0 242081.0 0.0 logger = logging.getLogger() - 43 1 2369.0 2369.0 0.0 - 44 if flags.intel: - 45 1 549.0 549.0 0.0 logging.debug("Loading intel libraries...") - 46 - 47 import modin.pandas as pd - 48 from sklearnex.svm import SVC - 49 import ray - 50 ray.init() - 51 - 52 else: - 53 logging.debug("Loading stock libraries...") - 54 1 208691.0 208691.0 0.0 - 55 import pandas as pd - 56 1 258531370.0 258531370.0 0.0 from sklearn.svm import SVC - 57 1 5409.0 5409.0 0.0 - 58 def get_data(path_to_csv: str) -> pd.DataFrame: - 59 1 1955.0 1955.0 0.0 """Read in and clean data - 60 - 61 Args: - 62 path_to_csv (str): processed data - 63 """ - 64 data = pd.read_csv(path_to_csv)[ - 65 ['category', 'headline', 'short_description', 'link'] - 66 ] - 67 data = data.dropna(subset=['headline', 'short_description', 'link']) - 68 - 69 data.link = data.link.apply(clean_link) - 70 data.short_description = data.short_description \ - 71 .apply(clean_short_description) - 72 data.headline = data.headline.apply(clean_headline) - 73 - 74 data['text'] = data.link + " " + data.short_description \ - 75 + " " + data.headline - 76 data['tokens'] = data.text.apply(tokenize) - 77 return data \ No newline at end of file diff --git a/Line_Profiler/Line_Profiler_results/stock_results/line_stock.txt b/Line_Profiler/Line_Profiler_results/stock_results/line_stock.txt new file mode 100644 index 0000000..ef7a605 Binary files /dev/null and b/Line_Profiler/Line_Profiler_results/stock_results/line_stock.txt differ diff --git a/Line_Profiler/run_benchmarks_line.py b/Line_Profiler/run_benchmarks_line.py new file mode 100644 index 0000000..f0dbd14 --- /dev/null +++ b/Line_Profiler/run_benchmarks_line.py @@ -0,0 +1,184 @@ +# !/usr/bin/env python3 +# -*- coding: utf-8 -*- + +# Copyright (C) 2022 Intel Corporation +# SPDX-License-Identifier: BSD-3-Clause + +# pylint: disable=C0415,E0401,R0914 + +""" +Run benchmarks for Intelligent Indexing. +""" + +import argparse +import logging +import os +import pathlib +import time + +import joblib +from sklearn.feature_extraction.text import TfidfVectorizer +from sklearn.metrics import accuracy_score + +from utils.preprocessing import ( + clean_headline, + clean_link, + clean_short_description, + tokenize +) + + + +def main(flags): + """Setup model for inference and perform benchmarking + + Args: + flags: benchmarking flags + """ + + if flags.logfile == "": + logging.basicConfig(level=logging.DEBUG) + else: + logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) + logger = logging.getLogger() + + if flags.intel: + logging.debug("Loading intel libraries...") + + import modin.pandas as pd + from sklearnex.svm import SVC + import ray + ray.init() + + else: + logging.debug("Loading stock libraries...") + + import pandas as pd + from sklearn.svm import SVC + + @profile + def get_data(path_to_csv: str) -> pd.DataFrame: + """Read in and clean data + + Args: + path_to_csv (str): processed data + """ + data = pd.read_csv(path_to_csv)[ + ['category', 'headline', 'short_description', 'link'] + ] + data = data.dropna(subset=['headline', 'short_description', 'link']) + + data.link = data.link.apply(clean_link) + data.short_description = data.short_description \ + .apply(clean_short_description) + data.headline = data.headline.apply(clean_headline) + + data['text'] = data.link + " " + data.short_description \ + + " " + data.headline + data['tokens'] = data.text.apply(tokenize) + return data + + # Read and clean training and testing data + logger.info("Preprocessing Data...") + start = time.time() + + if not os.path.exists("../data/huffpost/train_all.csv"): + logger.error( + "Train data file ../data/huffpost/train_all.csv not found") + return + + if not os.path.exists("../data/huffpost/test.csv"): + logger.error("Test data file ../data/huffpost/test.csv not found") + return + + + + train = get_data("../data/huffpost/train_all.csv") + test = get_data("../data/huffpost/test.csv") + + preprocessing_time = time.time() + logger.info( + "=======> Preprocessing Time : %.3f secs", + preprocessing_time - start + ) + + if not flags.preprocessing_only: + + # Build TFIDF features and train the model + logger.debug("Training & Evaluating Model...") + + @profile + def train_data(train,test): + vectorizer = TfidfVectorizer( + min_df=50, + lowercase=False, + tokenizer=lambda x: x) + + svc = SVC() + svc.fit(vectorizer.fit_transform(train.tokens), train.category) + training_time = time.time() + y_pred = svc.predict(vectorizer.transform(test.tokens)) + return svc, training_time, y_pred + + + svc, training_time, y_pred = train_data(train,test) + + prediction_time = time.time() + + if flags.save_model_dir: + + path = pathlib.Path(flags.save_model_dir) + path.mkdir(parents=True, exist_ok=True) + + with open(path / "model.pkl", 'wb') as outfile: + joblib.dump(svc, outfile) + + logger.info( + "=======> Test Accuracy : %.2f", + accuracy_score(y_pred, test.category) + ) + logger.info( + "=======> Training Time : %.3f secs", + training_time - preprocessing_time + ) + logger.info( + "=======> Inference Time : %.3f secs", + prediction_time - training_time + ) + logger.info( + "=======> Total time : %.3f secs", + prediction_time - start + ) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + + parser.add_argument('-l', + '--logfile', + type=str, + default="", + help="log file to output benchmarking results to") + + parser.add_argument('-i', + '--intel', + default=False, + action="store_true", + help="use intel accelerated technologies where available" + ) + + parser.add_argument('-p', + '--preprocessing_only', + default=False, + action="store_true", + help='only perform preprocessing step') + + parser.add_argument('-s', + '--save_model_dir', + default=None, + type=str, + required=False, + help="directory to save model to" + ) + + main(parser.parse_args()) \ No newline at end of file diff --git a/Memory_Profiler/Memory_Profiler.ipynb b/Memory_Profiler/Memory_Profiler.ipynb index 0400c61..e2ccf8d 100644 --- a/Memory_Profiler/Memory_Profiler.ipynb +++ b/Memory_Profiler/Memory_Profiler.ipynb @@ -13,13 +13,11 @@ "id": "d35d0713-cff0-4224-87da-fc43d1304a44", "metadata": {}, "source": [ - "**Ways to Profile Memory Usage Of Python Code using \"memory_profiler\"**
\n", - "- **@profile Decorator** - Used to profile memory usage of individual Python functions. Provide statistics showing memory usage by an individual line of python code.\n", - "- **mprof Shell/Command Line Command** - Used to profile memory usage of whole Python script (\".py\" file) as a function of time. It'll let us analyze memory usage during code run time rather than by individual line of code.\n", - "- **memory_usage() function** - Used to profile memory usage of process, python statements, and Python functions for a specified time interval.\n", - "- **mprun & memit cell/line Magic commands of Jupyter notebook** - Used to profile memory usage of individual python statement or code of whole cell in Jupyter Notebook.\n", + "Memory profiler is a python module for monitoring memory consumption of a process as well as line-by-line analysis of memory consumption for python programs. Minimal code modification is required to use this profiler. It is generally used after identifying **hotspot functions** from a function profiler. It does not profile GPU workloads. It cannot profile individual threads. It does not provide execution time information. It is a pure python module which depends on the **[psutil](http://pypi.python.org/pypi/psutil)** module. It is one kind of profiling where we measure space complexity (memory consumption) of a program/process.
\n", "\n", - "**To Know more about memory_profiler visit the [github_repo](https://github.com/pythonprofilers/memory_profiler)**" + "An important thing to remember is that memory-profiler itself consumes a **significant amount of memory**. \n", + "\n", + "*It is recommended to use this profiler only in development but avoid implementing it in production.*
" ] }, { @@ -29,7 +27,7 @@ "tags": [] }, "source": [ - "## Installation" + "## To Install Memory Profiler" ] }, { @@ -37,23 +35,42 @@ "id": "a60d15db-00ae-4be3-ac12-d8d4c7130286", "metadata": {}, "source": [ - "Install via pip::\n", + "**Using Conda**
\n", + "`conda-forge `\n", "\n", - " $ pip install -U memory_profiler\n", + "**Using pip**
\n", + "`pip install -U memory_profiler`\n", "\n", - "The package is also available on `conda-forge\n", - "`_.\n", + "**From Source**
\n", + "`git clone https://github.com/pythonprofilers/memory_profiler`
\n", + "`pip install .`
\n", "\n", - "To install from source, download the package, extract and type::\n", + "For this notebook you need to make sure you have **matplotlib** installed
\n", + "**Using Conda**
\n", + "`conda install -c conda-forge matplotlib`" + ] + }, + { + "cell_type": "markdown", + "id": "9137e053-7d79-41b5-aa66-237f4af00686", + "metadata": { + "jp-MarkdownHeadingCollapsed": true, + "tags": [] + }, + "source": [ + "## Ways to Profile Memory Usage Of Python Code using `memory_profiler` \n", + "- **@profile Decorator** - Used to profile memory usage of individual Python functions. Provide statistics showing memory usage by an individual line of python code.\n", + "- **mprof Shell/Command Line Command** - Used to profile memory usage of whole Python script (\".py\" file) as a function of time. It'll let us analyze memory usage during code run time rather than by individual line of code.\n", + "- **memory_usage() function** - Used to profile memory usage of process, python statements, and Python functions for a specified time interval.\n", + "- **mprun & memit cell/line Magic commands of Jupyter notebook** - Used to profile memory usage of individual python statement or code of whole cell in Jupyter Notebook.\n", "\n", - " $ pip install ." + "**To Know more about memory_profiler visit the [github_repo](https://github.com/pythonprofilers/memory_profiler)**" ] }, { "cell_type": "markdown", "id": "5468a73d-1bcf-4e94-8e7e-5d8c27572367", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ @@ -66,40 +83,73 @@ "metadata": {}, "source": [ "Use @profile decorator above the function you want to profile.
\n", - "Here is a file **example1.py** with below code
" + "\n", + "Create a python file **example1.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "972a4b1b-0655-4aa8-a8b0-c9aba198907f", "metadata": {}, "outputs": [], "source": [ - "from memory_profiler import profile\n", - "import random\n", + "# from memory_profiler import profile\n", + "# import random\n", "\n", - "@profile\n", - "def random_number_generator():\n", - " arr1 = [random.randint(1,10) for i in range(100000)]\n", - " arr2 = [random.randint(1,10) for i in range(100000)]\n", - " arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", - " del arr1\n", - " del arr2\n", - " tot = sum(arr3)\n", - " del arr3\n", - " print(tot)\n", + "# @profile\n", + "# def random_number_generator(): ##This function generates two random arrays and calculates total\n", + "# arr1 = [random.randint(1,10) for i in range(100000)]\n", + "# arr2 = [random.randint(1,10) for i in range(100000)]\n", + "# arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + "# del arr1\n", + "# del arr2\n", + "# tot = sum(arr3)\n", + "# del arr3\n", + "# print(tot)\n", "\n", - "if __name__ == \"__main__\":\n", - " random_number_generator()" + "# if __name__ == \"__main__\":\n", + "# random_number_generator()" + ] + }, + { + "cell_type": "markdown", + "id": "a412b83a-1f37-45c1-b238-458d90ddda42", + "metadata": {}, + "source": [ + "To profile the **example1.py** file using **Memory Profiler** execute the below line" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "9b811006-e4f4-41c2-84e5-b39fbf7c1ce6", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1100117\n", + "Filename: example1.py\n", + "\n", + "Line # Mem usage Increment Occurrences Line Contents\n", + "=============================================================\n", + " 4 42.9 MiB 42.9 MiB 1 @profile\n", + " 5 def random_number_generator():\n", + " 6 43.6 MiB 0.8 MiB 100003 arr1 = [random.randint(1,10) for i in range(100000)]\n", + " 7 44.4 MiB 0.8 MiB 100003 arr2 = [random.randint(1,10) for i in range(100000)]\n", + " 8 45.2 MiB 0.8 MiB 100003 arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + " 9 45.2 MiB 0.0 MiB 1 del arr1\n", + " 10 45.2 MiB 0.0 MiB 1 del arr2\n", + " 11 45.2 MiB 0.0 MiB 1 tot = sum(arr3)\n", + " 12 43.2 MiB -2.0 MiB 1 del arr3\n", + " 13 43.2 MiB 0.0 MiB 1 print(tot)\n", + "\n", + "\n" + ] + } + ], "source": [ "!python -m memory_profiler example1.py" ] @@ -123,44 +173,71 @@ { "cell_type": "markdown", "id": "b1f1ccd4-db18-4170-be03-f536b08b7122", + "metadata": { + "tags": [] + }, + "source": [ + "### Example to use precision and save results to log file" + ] + }, + { + "cell_type": "markdown", + "id": "6946418c-269d-4b82-af9e-c0907e155382", "metadata": {}, "source": [ - "### Example to use high precision and save results to log file" + "Create a python file **example2.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step.
\n", + "**Precision** denotes precision of memory output in number of significant digits." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "1fbc65a8-4f71-4cac-83f3-f3cca2e2e904", "metadata": {}, "outputs": [], "source": [ - "from memory_profiler import profile\n", - "import random\n", - "fp = open(\"./Memory_Profiler/example_report.log\", \"w+\")\n", - "@profile(precision=4,stream=fp)\n", - "def random_number_generator():\n", - " arr1 = [random.randint(1,10) for i in range(100000)]\n", - " arr2 = [random.randint(1,10) for i in range(100000)]\n", - " arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", - " del arr1\n", - " del arr2\n", - " tot = sum(arr3)\n", - " del arr3\n", - " print(tot)\n", + "# from memory_profiler import profile\n", + "# import random\n", + "# fp = open(\"./Memory_Profiler/example_report.log\", \"w+\")\n", + "# @profile(precision=4,stream=fp)\n", + "# def random_number_generator(): ##This function generates two random arrays and calculate sum\n", + "# arr1 = [random.randint(1,10) for i in range(100000)]\n", + "# arr2 = [random.randint(1,10) for i in range(100000)]\n", + "# arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + "# del arr1 ## To free up memory\n", + "# del arr2\n", + "# tot = sum(arr3)\n", + "# del arr3\n", + "# print(tot)\n", "\n", - "if __name__ == \"__main__\":\n", - " random_number_generator()" + "# if __name__ == \"__main__\":\n", + "# random_number_generator()" + ] + }, + { + "cell_type": "markdown", + "id": "504d2b27-06b8-420a-823e-a446622681a1", + "metadata": {}, + "source": [ + "To profile the **example2.py** file using **Memory Profiler** execute the below line" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "id": "f7dfd258-51db-4316-a720-7507ec36e396", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1100324\n" + ] + } + ], "source": [ - "!python -m memory_profiler example.py" + "!python -m memory_profiler example2.py" ] }, { @@ -173,35 +250,103 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "c7c7381e-d851-4653-831f-b4d3f5376b84", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Filename: example2.py\n", + "\n", + "Line # Mem usage Increment Occurrences Line Contents\n", + "=============================================================\n", + " 4 42.7422 MiB 42.7422 MiB 1 @profile(precision=4,stream=fp)\n", + " 5 def random_number_generator():\n", + " 6 43.5156 MiB 0.7734 MiB 100003 arr1 = [random.randint(1,10) for i in range(100000)]\n", + " 7 44.2891 MiB 0.7734 MiB 100003 arr2 = [random.randint(1,10) for i in range(100000)]\n", + " 8 45.0625 MiB 0.7734 MiB 100003 arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + " 9 45.0625 MiB 0.0000 MiB 1 del arr1\n", + " 10 45.0625 MiB 0.0000 MiB 1 del arr2\n", + " 11 45.0625 MiB 0.0000 MiB 1 tot = sum(arr3)\n", + " 12 43.0977 MiB -1.9648 MiB 1 del arr3\n", + " 13 43.0977 MiB 0.0000 MiB 1 print(tot)\n", + "\n", + "\n" + ] + } + ], "source": [ - "!cat \"./Memory_Profiler/example_report.log\"" + "!cat \"example_report.log\"" ] }, { "cell_type": "markdown", "id": "fa9c79b1-43d1-495a-8def-bc9e3a256e75", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ "### Example to use **memory_profiler** for **intelligent_indexing** ref kit " ] }, + { + "cell_type": "markdown", + "id": "3e4bdb5a-c01f-4a60-bad0-3c1b84ef67da", + "metadata": {}, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "c0e80bfd-41fd-4078-99f7-e8e636616b8f", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "3dade819-de35-4b02-b485-8c21f62ee385", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "- After creating environment install **memory_profiler** in both the environments **doc_class_stock** and **doc_class_intel** using `pip install -U memory_profiler`\n", + "\n", + "**We will be using memory_profiler to profile this workload below.**" + ] + }, + { + "cell_type": "markdown", + "id": "04478c59-63bb-463c-9572-8632d03bcaf9", + "metadata": { + "tags": [] + }, + "source": [ + "#### Modify the run_benchmarks.py File of the Reference Kit" + ] + }, { "cell_type": "markdown", "id": "5d3c6e4f-66ed-4b1a-b87d-6d780c49d020", "metadata": {}, "source": [ + "\n", "Just add the **@profile** decorator at the top of functions you want to profile.
\n", - "Modify the run_benchmarks.py file to add **@profile** decorators as shown below
\n", + "Modify the **run_benchmarks.py (Location '../intelligent-indexing/src/run_benchmarks.py')** file to add **@profile** decorators as shown below (we have provided a **run_benchmarks_memory.py** for your reference, **copy the file at Location '../intelligent-indexing/src/run_benchmarks_memory.py'**, if you would like to skip this step and move to the next section).
\n", "\n", - "**get_data() function**\n", + "**Modify the get_data() function**\n", "```\n", + "from memory_profiler import profile\n", "@profile(precision=4,stream = fp)\n", "def get_data(path_to_csv: str) -> pd.DataFrame:\n", " \"\"\"Read in and clean data\n", @@ -245,60 +390,99 @@ { "cell_type": "markdown", "id": "74524a72-b241-42a7-ae6a-b1e46fea3293", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "1f4611f0-18d2-4395-87ce-d9c96e36e490", "metadata": {}, "source": [ - "#### To run for stock" + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command:" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "ad8cfff6-87ce-4c49-9d45-0affffdeed59", + "cell_type": "markdown", + "id": "05a9df3a-43a1-47c5-947c-9a0ad496d642", "metadata": {}, - "outputs": [], "source": [ - "!python -m memory_profiler \"../intelligent-indexing/src/run_benchmarks.py\" -l \"../intelligent-indexing/logs/stock_stock.log\"" + "`python -m memory_profiler run_benchmarks_memory.py -l \"../logs/stock_stock.log\" -o \"../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/stock_results/stock_report.log\"`" + ] + }, + { + "cell_type": "markdown", + "id": "bcc62c41-c381-4dcc-ad7f-fae3055d82fd", + "metadata": {}, + "source": [ + "To visualize the results execute the below command from the **intelligent-indexing/src/** directory" + ] + }, + { + "cell_type": "markdown", + "id": "50abef0c-d151-4c86-9971-3b71af79c0f9", + "metadata": {}, + "source": [ + "`cat \"../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/stock_results/stock_report.log\"`" ] }, { "cell_type": "markdown", "id": "59c461fd-0e04-42c2-bbce-c6c7824956fc", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "61c4a5f0-2323-45ff-ade8-7ad72de991ba", "metadata": {}, "source": [ - "#### To run for IPEX" + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Execute the below command:" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "f6ba9188-e462-4d31-b7fa-389d0142d9b1", + "cell_type": "markdown", + "id": "2b3574b0-9af9-4874-a10e-55251f56d815", "metadata": {}, - "outputs": [], "source": [ - "!python -m memory_profiler \"../intelligent-indexing/src/run_benchmarks.py\" -i -l \"../intelligent-indexing/logs/intel_intel.log\"" + "`python -m memory_profiler run_benchmarks_memory.py -i -l \"../logs/intel_intel.log\" -o \"../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_report.log\"`" ] }, { "cell_type": "markdown", - "id": "45bc0092-87ea-44d7-b3e3-df5a177831d5", + "id": "f71814a6-3493-4d90-951e-866b79b9c81f", "metadata": {}, "source": [ - "**NOTE** : To save log files at appropriate locations. Add
\n", - "**While profiling stock**\n", - "```\n", - "fp = open(\"./Memory_Profiler_Results/stock_ressults/stock_report.log\", \"w+\") ## For stock results\n", - "```\n", - "**While profiling intel extension**\n", - "```\n", - "fp = open(\"./Memory_Profiler_Results/ipex_ressults/ipex_report.log\", \"w+\") ## For ipex results\n", - "```" + "To visualize the results execute the below command from the **intelligent-indexing/src/** directory" + ] + }, + { + "cell_type": "markdown", + "id": "a590cc2e-9c1f-47ed-9edf-ae5cf352587d", + "metadata": {}, + "source": [ + "`cat \"../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_report.log\"`" ] }, { "cell_type": "markdown", "id": "891727cc-58d1-4523-a2e0-46491353c7c0", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ @@ -310,43 +494,79 @@ "id": "50eeb23a-c283-40e8-9d07-6dc492a3db24", "metadata": {}, "source": [ - "Use @profile decorator above the function you want to profile.
\n", - "Here is a file **example1.py** with below code
" + "**mprof** is used to profile memory usage of whole Python script (\".py\" file) as a function of time. It'll let us analyze memory usage during code run time rather than by individual line of code.
\n", + "Use **@profile** decorator above the function you want to profile.
\n", + "Create a python file **example1.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "f7e2ab49-8b67-4a1c-ab2d-411fea34dd01", "metadata": {}, "outputs": [], "source": [ - "from memory_profiler import profile\n", - "import random\n", + "# from memory_profiler import profile\n", + "# import random\n", "\n", - "@profile\n", - "def random_number_generator():\n", - " arr1 = [random.randint(1,10) for i in range(100000)]\n", - " arr2 = [random.randint(1,10) for i in range(100000)]\n", - " arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", - " del arr1\n", - " del arr2\n", - " tot = sum(arr3)\n", - " del arr3\n", - " print(tot)\n", + "# @profile\n", + "# def random_number_generator(): ##This function create two arrays from random numbers and calculate sum\n", + "# arr1 = [random.randint(1,10) for i in range(100000)]\n", + "# arr2 = [random.randint(1,10) for i in range(100000)]\n", + "# arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + "# del arr1\n", + "# del arr2\n", + "# tot = sum(arr3)\n", + "# del arr3\n", + "# print(tot)\n", "\n", - "if __name__ == \"__main__\":\n", - " random_number_generator()" + "# if __name__ == \"__main__\":\n", + "# random_number_generator()" + ] + }, + { + "cell_type": "markdown", + "id": "4d47cc96-1f79-475f-931e-4350daa765d1", + "metadata": {}, + "source": [ + "To run **mprof** for **example1.py** execute the below line " ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "012d2c18-c003-4844-8534-80201a6c45c8", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "mprof: Sampling memory every 0.1s\n", + "running new process\n", + "running as a Python program...\n", + "1098681\n", + "Filename: example1.py\n", + "\n", + "Line # Mem usage Increment Occurrences Line Contents\n", + "=============================================================\n", + " 4 42.8 MiB 42.8 MiB 1 @profile\n", + " 5 def random_number_generator():\n", + " 6 43.6 MiB 0.8 MiB 100003 arr1 = [random.randint(1,10) for i in range(100000)]\n", + " 7 44.1 MiB 0.5 MiB 100003 arr2 = [random.randint(1,10) for i in range(100000)]\n", + " 8 44.9 MiB 0.8 MiB 100003 arr3 = [arr1[i]+arr2[i] for i in range(100000)]\n", + " 9 44.9 MiB 0.0 MiB 1 del arr1\n", + " 10 44.9 MiB 0.0 MiB 1 del arr2\n", + " 11 44.9 MiB 0.0 MiB 1 tot = sum(arr3)\n", + " 12 42.9 MiB -1.9 MiB 1 del arr3\n", + " 13 42.9 MiB 0.0 MiB 1 print(tot)\n", + "\n", + "\n" + ] + } + ], "source": [ - "!mprof run example.py" + "!mprof run example1.py" ] }, { @@ -362,7 +582,7 @@ "id": "84376b61-b786-492c-ac9f-c670103652a6", "metadata": {}, "source": [ - "mprof command has different parameters\n", + "The mprof command has different parameters\n", "- **--interval INTERVAL or -T INTERVAL** - As we had mentioned earlier, \"mprof\" records memory usage every \"0.1\" second by default. We can override this setting using this parameter. We can give time interval in seconds here.\n", "- **--timeout TIMEOUT or -t TIMEOUT** - By default, \"mprof\" monitors total execution of program/process. We can instruct it to stop monitoring after a specified amount of time using this parameter. It let us specify a time in seconds.\n", "- **--output FILENAME or -o FILENAME** - We can direct the result of profiling to an output file using this command. By default, \"mprof\" creates a file named \"mprofile_datetime.dat\". We can override that using this argument.\n", @@ -371,14 +591,30 @@ "- **--multiprocess** - It generates a sample line chart for each sub-process and their memory usage per time." ] }, + { + "cell_type": "markdown", + "id": "d835ce09-ae6b-4de4-aee8-2d162fc7ba9e", + "metadata": {}, + "source": [ + "For example, to **plot memory usage vs time** graph execute the line below" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "7a8e95a0-b14b-4d42-908b-d519514d360c", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using last profile data.\n" + ] + } + ], "source": [ - "!mprof plot" + "!mprof plot -o mprof_example1.png" ] }, { @@ -389,6 +625,8 @@ "mprof plot has different parameters like\n", "- **-o** : To save plot to output file\n", "- **-t** : To give title to plot
\n", + "\n", + "\n", "It automatically takes the latest .dat file created by mprof" ] }, @@ -396,7 +634,6 @@ "cell_type": "markdown", "id": "bd17d3db-47f3-4a62-bead-89995fc0c28c", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ @@ -409,7 +646,7 @@ "metadata": {}, "source": [ "Just add the **@profile** decorator at the top of functions you want to profile.
\n", - "Modify the run_benchmarks.py file to add **@profile** decorators as shown in above example for **intelligent-indexing**
\n" + "You can use the **run_benchmarks_mprof.py** file to add **@profile** decorators as shown in above example for **intelligent-indexing**
" ] }, { @@ -417,17 +654,43 @@ "id": "1dc1ad7e-e057-4fe1-b241-ebd8a15c0def", "metadata": {}, "source": [ - "#### To run for stock" + "#### Profile Intelligent Indexing Ref Kit with Stock packages" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "b7611291-cc29-40af-b933-f375b330d7f8", + "cell_type": "markdown", + "id": "691d58eb-d454-42d6-9c6e-fb026738c1ff", "metadata": {}, - "outputs": [], "source": [ - "!mprof run \"../intelligent-indexing/src/run_benchmarks.py\" -l \"../intelligent-indexing/logs/stock_stock.log\"" + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "acea7cd6-61ee-4c8b-aa12-a8e8ceb28ae9", + "metadata": {}, + "source": [ + "`mprof run --output '../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/stock_results/stock_output.dat' --python python run_benchmarks_mprof.py -l \"../logs/stock_stock.log\"`" + ] + }, + { + "cell_type": "markdown", + "id": "63b290ad-1577-4109-b67a-241081d1e0e6", + "metadata": {}, + "source": [ + "To visualize the results execute the below command from the **Memory_Profiler/Memory_Profiler_Results/stock_results/** directory in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "b677668c-b036-4ebe-931d-a6e3b9990e14", + "metadata": {}, + "source": [ + "`mprof plot -o stock_output.png`" ] }, { @@ -435,68 +698,66 @@ "id": "a59e3599-ba33-4da0-bb44-f1a9f542f2ec", "metadata": {}, "source": [ - "#### To run for IPEX" + "#### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "45e8710d-7f68-4d67-ba57-ba44fc7fc485", + "cell_type": "markdown", + "id": "51408ce7-da26-4b9a-a5c3-6362775f0467", "metadata": {}, - "outputs": [], "source": [ - "!mprof run \"../intelligent-indexing/src/run_benchmarks.py\" -i -l \"../intelligent-indexing/logs/intel_intel.log\"" + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Execute the below command in Terminal:" ] }, { "cell_type": "markdown", - "id": "4e78c3a7-5d06-4e75-939e-ddd8ce451721", + "id": "de911e70-9d78-4c4d-949d-152bb3cd9f21", "metadata": {}, "source": [ - "**NOTE** : To save log files at appropriate locations. Add
\n", - "**While profiling stock**\n", - "```\n", - "fp = open(\"./Memory_Profiler_Results/stock_ressults/stock_report.log\", \"w+\") ## For stock results\n", - "```\n", - "**While profiling intel extension**\n", - "```\n", - "fp = open(\"./Memory_Profiler_Results/ipex_ressults/ipex_report.log\", \"w+\") ## For ipex results\n", - "```" + "`mprof run --output '../../Profiling_Guide/Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_output.dat' --python python run_benchmarks_mprof.py -i -l \"../logs/intel_intel.log\"`" ] }, { "cell_type": "markdown", - "id": "b0f45bdd-d923-42d7-9b63-421dc11e2169", + "id": "077ada9b-2f76-4ee7-9f65-0d7f6e82b356", "metadata": {}, "source": [ - "##### **To visaulize the plots**" + "To visualize the results execute the below command from the **Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/** directory" ] }, { "cell_type": "markdown", - "id": "b8eb0e37-304f-49dd-9990-738dd26694fb", + "id": "eb80f380-24e6-43ee-85c8-384780e8f134", "metadata": {}, "source": [ - "Go to the respective results folder and execute\n", - "```\n", - "!mprof plot\n", - "```" + "`mprof plot -o intel_output.png`" ] }, { "cell_type": "markdown", "id": "683483ae-0d00-4185-bc06-dfce14c69451", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ "## 3. Example to use **memory_usage()**" ] }, + { + "cell_type": "markdown", + "id": "ea43d41b-f29d-45da-a01f-fdfcfe983d35", + "metadata": {}, + "source": [ + "**memory_usage()** is used to profile memory usage of process, python statements, and Python functions for a specified time interval. This is an example of **statistical profiling** using **memory profiler**" + ] + }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 10, "id": "beaddb0d-efb4-4712-8ecd-cdd248a9dc93", "metadata": {}, "outputs": [], @@ -505,21 +766,92 @@ "import time\n", "import numpy as np\n", "\n", - "def very_slow_random_generator(sz=1000):\n", - " time.sleep(5)\n", + "def random_generator(sz=1000): ##This function generates a random number\n", + " time.sleep(5) ##Added sleep to simulate slow generator, so that we have timestamp data\n", " arr1 = np.random.randint(1,100, size=(sz, sz))\n", " avg = arr1.mean()\n", " return avg" ] }, + { + "cell_type": "markdown", + "id": "e3f9ba4a-e270-40d9-973b-910b1e780f63", + "metadata": {}, + "source": [ + "To calculate **memory_usage** of **random_generator** function at different timestamps in interval of .1 seconds, execute the below line" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "2e9c7d83-663b-419a-8c7a-ed322741ca92", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[(65.984375, 1682322349.1823976),\n", + " (66.21875, 1682322349.2092044),\n", + " (66.21875, 1682322349.3104758),\n", + " (66.21875, 1682322349.4110591),\n", + " (66.21875, 1682322349.511631),\n", + " (66.21875, 1682322349.612216),\n", + " (66.21875, 1682322349.7127843),\n", + " (66.21875, 1682322349.8133283),\n", + " (66.21875, 1682322349.9138525),\n", + " (66.21875, 1682322350.0143762),\n", + " (66.21875, 1682322350.1149023),\n", + " (66.21875, 1682322350.2154295),\n", + " (66.21875, 1682322350.3159516),\n", + " (66.21875, 1682322350.416493),\n", + " (66.21875, 1682322350.517037),\n", + " (66.21875, 1682322350.6175709),\n", + " (66.21875, 1682322350.718097),\n", + " (66.21875, 1682322350.8186202),\n", + " (66.21875, 1682322350.9191444),\n", + " (66.21875, 1682322351.019676),\n", + " (66.21875, 1682322351.120203),\n", + " (66.21875, 1682322351.220736),\n", + " (66.21875, 1682322351.32128),\n", + " (66.21875, 1682322351.4218082),\n", + " (66.21875, 1682322351.5223436),\n", + " (66.21875, 1682322351.6228833),\n", + " (66.21875, 1682322351.7234464),\n", + " (66.21875, 1682322351.824025),\n", + " (66.21875, 1682322351.9245908),\n", + " (66.21875, 1682322352.0251849),\n", + " (66.21875, 1682322352.1257675),\n", + " (66.21875, 1682322352.2263374),\n", + " (66.21875, 1682322352.3269064),\n", + " (66.21875, 1682322352.4274778),\n", + " (66.21875, 1682322352.5280466),\n", + " (66.21875, 1682322352.6286156),\n", + " (66.21875, 1682322352.7291849),\n", + " (66.21875, 1682322352.8297668),\n", + " (66.21875, 1682322352.9303324),\n", + " (66.21875, 1682322353.0308995),\n", + " (66.21875, 1682322353.1314662),\n", + " (66.21875, 1682322353.2320323),\n", + " (66.21875, 1682322353.332599),\n", + " (66.21875, 1682322353.4331656),\n", + " (66.21875, 1682322353.5336905),\n", + " (66.21875, 1682322353.6342165),\n", + " (66.21875, 1682322353.7347465),\n", + " (66.21875, 1682322353.8352773),\n", + " (66.21875, 1682322353.9358187),\n", + " (66.21875, 1682322354.0363505),\n", + " (66.21875, 1682322354.136883),\n", + " (69.92578125, 1682322354.237432),\n", + " (66.94140625, 1682322354.2643769)]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "mem_usage = memory_usage((very_slow_random_generator, (10000,), ), timestamps=True, interval=0.1,stream=open(\"example_memory_usage.txt\", \"w\"))\n", + "mem_usage = memory_usage((random_generator, (1000,), ), timestamps=True, interval=0.1)\n", "mem_usage" ] }, @@ -533,17 +865,15 @@ "- **Python Function**: The function followed by its arguments needs to be provided as a tuple.
\n", "\n", "In the above example we use\n", - "- **Python function**: very_slow_random_generator\n", + "- **Python function**: random_generator\n", "- **interval**: 0.1 seconds\n", - "- **timestamps**: True, will return the timestamps at which memory_usage was recorded\n", - "- **stream**: To save results to output file" + "- **timestamps**: True, will return the timestamps at which memory_usage was recorded" ] }, { "cell_type": "markdown", "id": "bd7b4ae6-013d-43d0-abac-218823dddf85", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ @@ -555,7 +885,7 @@ "id": "a20fa882-7377-4d7e-8822-656d1f53e236", "metadata": {}, "source": [ - "The memory_profiler provides 2 line magic commands and 2 cell magic commands to be used in jupyter notebooks.\n", + "The memory_profiler provides 2 line magic commands and 2 cell magic commands to be used in jupyter notebooks. # to do what?\n", "\n", "- **Line Magic Commands**: %mprun & %memit\n", "- **Cell Magic Commands**: %%mprun & %%memit" @@ -563,63 +893,92 @@ }, { "cell_type": "markdown", - "id": "24a05581-4299-4517-8cdf-f66da83447d3", + "id": "5764e110-2f37-4bde-b921-5c927f53136e", "metadata": {}, "source": [ - "### Create an example.py with following code" + "To **enable memory_profiler** in jupyter notebook, load the extension " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1af09ea3-ea67-4611-8a94-1a2a08715b39", + "metadata": {}, + "outputs": [], + "source": [ + "%load_ext memory_profiler" ] }, { "cell_type": "markdown", - "id": "c12ab64e-5045-43c6-b2ac-61cee3133a20", + "id": "24a05581-4299-4517-8cdf-f66da83447d3", "metadata": { - "jupyter": { - "source_hidden": true - }, "tags": [] }, "source": [ - "```\n", - "import time\n", - "import numpy as np\n", + "Create a python file **example3.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "94028fae-02ba-480f-8b79-e3564bb83554", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", "\n", - "@profile\n", - "def very_slow_random_generator():\n", - " time.sleep(5)\n", - " arr1 = np.random.randint(1,100, size=(1000,1000))\n", - " avg = arr1.mean()\n", - " return avg\n", + "# @profile #Add decorator above the function you want to profile\n", + "# def very_slow_random_generator(): #Function to generate random number\n", + "# time.sleep(5) #Sleep of 5secs added to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", "\n", - "@profile\n", - "def slow_random_generator():\n", - " time.sleep(2)\n", - " arr1 = np.random.randint(1,100, size=(1000,1000))\n", - " avg = arr1.mean()\n", - " return avg\n", + "# @profile\n", + "# def slow_random_generator(): #Function to generate random number\n", + "# time.sleep(2) #Sleep of 2secs added to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", "\n", - "@profile\n", - "def main_func():\n", - " avg1 = slow_random_generator()\n", - " avg2 = very_slow_random_generator()\n", + "# @profile\n", + "# def main_func():\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", "\n", - " print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", "\n", - "if __name__ == '__main__':\n", - " main_func()\n", - "```" + "# if __name__ == '__main__':\n", + "# main_func()" ] }, { "cell_type": "markdown", "id": "3af88c77-2d8f-4e9d-84b3-35bb88772f13", "metadata": { - "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ "#### **%mprun** magic command" ] }, + { + "cell_type": "markdown", + "id": "cf9d5232-e72a-43d3-8231-c32b0dd5f7dd", + "metadata": {}, + "source": [ + "**mprun** has following parameters\n", + "- **-f**: To specify what functions to profile\n", + "- **-T**: Specify after function to save results for that function at a particular path
\n", + "\n", + "\n", + "In the example below the **very_slow_random_generator**, **slow_random_generator**, **main_function** are profiled and results of **very_slow_random_generator** are saved to **slow_profile_dump.log**" + ] + }, { "cell_type": "code", "execution_count": null, @@ -629,30 +988,19 @@ }, "outputs": [], "source": [ - "from example import very_slow_random_generator,\\\n", + "from example3 import very_slow_random_generator,\\\n", " slow_random_generator,\\\n", " main_func\n", "\n", - "%mprun -f very_slow_random_generator -T 'slow_profile_dump.log' -f slow_random_generator -f main_func main_func()" - ] - }, - { - "cell_type": "markdown", - "id": "cf9d5232-e72a-43d3-8231-c32b0dd5f7dd", - "metadata": {}, - "source": [ - "**mprun** has following parameters\n", - "- **-f**: To specify what functions to profile\n", - "- **-T**: Specify after function to save results for that function at a particular path
\n", - "\n", - "\n", - "In above example the **very_slow_random_generator**, **slow_random_generator**, **main_function** are profiled and results of **very_slow_random_generator** are saved to **slow_profile_dump.log**" + "%mprun -f very_slow_random_generator -T slow_profile_dump.log -f slow_random_generator -f main_func main_func()" ] }, { "cell_type": "markdown", "id": "f7fc5f98-591e-4857-b038-d5d887366aa4", - "metadata": {}, + "metadata": { + "tags": [] + }, "source": [ "#### **%memit** Line Magic Command" ] @@ -662,7 +1010,9 @@ "id": "d426af4f-e862-4beb-8033-7800dbd3114f", "metadata": {}, "source": [ - "The **%memit** cell command works for whole cell and reports **peak memory usage** of the whole cell." + "The **%memit** cell command works for whole cell and reports **peak memory usage** of the whole cell. \n", + "\n", + "We run it for the random_generator function defined above" ] }, { @@ -672,7 +1022,7 @@ "metadata": {}, "outputs": [], "source": [ - "%memit very_slow_random_generator()" + "%memit random_generator()" ] } ], diff --git a/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log b/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log deleted file mode 100644 index 27f368b..0000000 --- a/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log +++ /dev/null @@ -1,75 +0,0 @@ -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 125.4531 MiB 125.4531 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 226.3516 MiB 100.8984 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 217.8242 MiB -8.5273 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 227.6562 MiB 9.8320 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 236.3984 MiB 8.7422 MiB 1 data.link = data.link.apply(clean_link) - 75 236.3984 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 218.0273 MiB -18.3711 MiB 1 .apply(clean_short_description) - 77 228.6602 MiB 10.6328 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 272.7461 MiB 44.0859 MiB 1 + " " + data.headline - 81 796.3984 MiB 523.6523 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 796.3984 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 796.3984 MiB 796.3984 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 805.9023 MiB 9.5039 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 805.9023 MiB 0.0000 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 805.9023 MiB 0.0000 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 806.2734 MiB 0.3711 MiB 1 data.link = data.link.apply(clean_link) - 75 806.2734 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 804.7266 MiB -1.5469 MiB 1 .apply(clean_short_description) - 77 804.7266 MiB 0.0000 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 812.7031 MiB 7.9766 MiB 1 + " " + data.headline - 81 904.0234 MiB 91.3203 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 904.0234 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 84 904.0234 MiB 904.0234 MiB 1 @profile(precision=4,stream = fp) - 85 def train_data(train,test): - 86 904.0234 MiB 0.0000 MiB 1 vectorizer = TfidfVectorizer( - 87 904.0234 MiB 0.0000 MiB 1 min_df=50, - 88 904.0234 MiB 0.0000 MiB 1 lowercase=False, - 89 1487.9609 MiB 224.4180 MiB 362281 tokenizer=lambda x: x) - 90 - 91 904.0234 MiB 0.0000 MiB 1 svc = SVC() - 92 1487.2812 MiB 359.5195 MiB 1 svc.fit(vectorizer.fit_transform(train.tokens), train.category) - 93 - 94 1487.2812 MiB 0.0000 MiB 1 training_time = time.time() - 95 - 96 # Predict on unseen test data - 97 1487.7109 MiB -0.2500 MiB 1 y_pred = svc.predict(vectorizer.transform(test.tokens)) - 98 1487.7109 MiB 0.0000 MiB 1 return svc, training_time, y_pred - - diff --git a/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/stock_output.dat b/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/stock_output.dat deleted file mode 100644 index 646323b..0000000 --- a/Memory_Profiler/Memory_Profiler_Results/ipex_results/stock_results/stock_output.dat +++ /dev/null @@ -1,129042 +0,0 @@ -CMDLINE /ws2/yfulwani/anaconda3/envs/doc_class_stock/bin/python3.7 run_benchmarks.py -l ../logs/stock_stock.log -MEM 0.714844 1668459357.5599 -MEM 20.496094 1668459357.6604 -MEM 30.820312 1668459357.7607 -MEM 50.859375 1668459357.8612 -MEM 65.125000 1668459357.9617 -MEM 69.550781 1668459358.0621 -MEM 83.214844 1668459358.1626 -MEM 95.324219 1668459358.2631 -MEM 99.953125 1668459358.3636 -MEM 99.953125 1668459358.4640 -MEM 99.953125 1668459358.5645 -MEM 99.953125 1668459358.6649 -MEM 99.953125 1668459358.7654 -MEM 99.953125 1668459358.8658 -MEM 99.953125 1668459358.9663 -MEM 99.953125 1668459359.0667 -MEM 99.953125 1668459359.1672 -MEM 99.953125 1668459359.2676 -MEM 99.953125 1668459359.3681 -MEM 100.609375 1668459359.4685 -MEM 111.378906 1668459359.5690 -MEM 122.750000 1668459359.6695 -MEM 124.992188 1668459359.7700 -MEM 141.613281 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1668461981.5524 -MEM 1432.191406 1668461981.6529 -MEM 1432.191406 1668461981.7534 -MEM 1432.191406 1668461981.8538 -MEM 1432.191406 1668461981.9543 -MEM 1432.191406 1668461982.0547 -MEM 1432.191406 1668461982.1552 -MEM 1432.191406 1668461982.2556 -MEM 1432.191406 1668461982.3561 -MEM 1432.191406 1668461982.4565 -MEM 1432.191406 1668461982.5570 -MEM 1432.191406 1668461982.6574 -MEM 1432.191406 1668461982.7579 -MEM 1432.191406 1668461982.8584 -MEM 1432.191406 1668461982.9588 -MEM 1432.191406 1668461983.0593 -MEM 1432.191406 1668461983.1597 -MEM 1432.191406 1668461983.2601 -MEM 1432.191406 1668461983.3606 -MEM 1432.191406 1668461983.4610 -MEM 1432.191406 1668461983.5615 -MEM 1432.191406 1668461983.6619 -MEM 1432.191406 1668461983.7624 -MEM 1432.191406 1668461983.8629 -MEM 1432.191406 1668461983.9633 -MEM 1432.191406 1668461984.0638 -MEM 1432.191406 1668461984.1642 -MEM 1432.191406 1668461984.2647 -MEM 1432.191406 1668461984.3651 -MEM 1432.191406 1668461984.4656 -MEM 1432.191406 1668461984.5660 -MEM 1432.191406 1668461984.6665 -MEM 1432.191406 1668461984.7669 -MEM 1432.191406 1668461984.8674 -MEM 1432.191406 1668461984.9679 -MEM 1432.191406 1668461985.0683 -MEM 1432.191406 1668461985.1688 -MEM 1432.191406 1668461985.2692 -MEM 1432.191406 1668461985.3697 -MEM 1432.191406 1668461985.4701 -MEM 1432.191406 1668461985.5706 -MEM 1432.191406 1668461985.6710 -MEM 1432.191406 1668461985.7716 -MEM 1432.191406 1668461985.8721 -MEM 1432.191406 1668461985.9725 -MEM 1432.191406 1668461986.0730 -MEM 1432.191406 1668461986.1735 -MEM 1432.191406 1668461986.2739 -MEM 1432.191406 1668461986.3744 -MEM 1432.191406 1668461986.4749 -MEM 1432.191406 1668461986.5754 -MEM 1432.191406 1668461986.6758 -MEM 1432.191406 1668461986.7763 -MEM 1432.191406 1668461986.8768 -MEM 1432.191406 1668461986.9772 -MEM 1432.191406 1668461987.0777 -MEM 1432.191406 1668461987.1781 -MEM 1432.191406 1668461987.2786 -MEM 1432.191406 1668461987.3791 -MEM 1432.191406 1668461987.4796 -MEM 1432.191406 1668461987.5800 -MEM 1432.191406 1668461987.6805 -MEM 1432.191406 1668461987.7809 -MEM 1432.191406 1668461987.8814 -MEM 1432.191406 1668461987.9819 -MEM 1432.191406 1668461988.0823 -MEM 1432.191406 1668461988.1828 -MEM 1432.191406 1668461988.2833 -MEM 1432.191406 1668461988.3837 -MEM 1432.191406 1668461988.4841 -MEM 1432.191406 1668461988.5846 -MEM 1432.191406 1668461988.6850 -MEM 1432.191406 1668461988.7855 -MEM 1432.191406 1668461988.8860 -MEM 1432.191406 1668461988.9865 -MEM 1432.191406 1668461989.0870 -MEM 1432.191406 1668461989.1874 -MEM 1432.191406 1668461989.2879 -MEM 1432.191406 1668461989.3884 -MEM 1432.191406 1668461989.4888 -MEM 1432.191406 1668461989.5893 -MEM 1432.191406 1668461989.6898 -MEM 1432.191406 1668461989.7902 -MEM 1432.191406 1668461989.8907 -MEM 1432.191406 1668461989.9912 -MEM 1432.191406 1668461990.0916 -MEM 1432.191406 1668461990.1921 -MEM 1432.191406 1668461990.2926 -MEM 1432.191406 1668461990.3930 -MEM 1432.191406 1668461990.4935 -MEM 1432.191406 1668461990.5940 -MEM 1432.191406 1668461990.6944 -MEM 1432.191406 1668461990.7949 -MEM 1432.191406 1668461990.8954 -MEM 1432.191406 1668461990.9959 -MEM 1432.191406 1668461991.0964 -MEM 1432.191406 1668461991.1968 -MEM 1432.191406 1668461991.2973 -MEM 1432.191406 1668461991.3978 -MEM 1432.191406 1668461991.4982 -MEM 1432.191406 1668461991.5987 -MEM 1432.191406 1668461991.6992 -MEM 1432.191406 1668461991.7996 -MEM 1432.191406 1668461991.9001 -MEM 1432.191406 1668461992.0006 -MEM 1432.191406 1668461992.1010 -MEM 1432.191406 1668461992.2015 -MEM 1432.191406 1668461992.3020 -MEM 1432.191406 1668461992.4024 -MEM 1432.191406 1668461992.5029 -MEM 1432.191406 1668461992.6034 -MEM 1432.191406 1668461992.7038 -MEM 1432.191406 1668461992.8043 -MEM 1432.191406 1668461992.9048 -MEM 1432.191406 1668461993.0052 -MEM 1432.191406 1668461993.1057 -MEM 1432.191406 1668461993.2061 -MEM 1432.191406 1668461993.3066 -MEM 1432.191406 1668461993.4071 -MEM 1432.191406 1668461993.5076 -MEM 1432.191406 1668461993.6080 -MEM 1432.191406 1668461993.7085 -MEM 1432.191406 1668461993.8089 -MEM 1432.191406 1668461993.9094 -MEM 1432.191406 1668461994.0099 -MEM 1432.191406 1668461994.1103 -MEM 1432.191406 1668461994.2108 -MEM 1432.191406 1668461994.3113 -MEM 1432.191406 1668461994.4117 -MEM 1432.191406 1668461994.5121 -MEM 1432.191406 1668461994.6126 -MEM 1432.191406 1668461994.7130 -MEM 1432.191406 1668461994.8135 -MEM 1432.191406 1668461994.9140 -MEM 1432.191406 1668461995.0144 -MEM 1432.191406 1668461995.1149 -MEM 1432.191406 1668461995.2154 -MEM 1432.191406 1668461995.3158 -MEM 1432.191406 1668461995.4163 -MEM 1432.191406 1668461995.5168 -MEM 1432.191406 1668461995.6172 -MEM 1432.191406 1668461995.7177 -MEM 1432.191406 1668461995.8182 -MEM 1432.191406 1668461995.9186 -MEM 1432.191406 1668461996.0192 -MEM 1432.191406 1668461996.1196 -MEM 1432.191406 1668461996.2201 -MEM 1432.191406 1668461996.3206 -MEM 1432.191406 1668461996.4210 -MEM 1432.191406 1668461996.5215 -MEM 1432.191406 1668461996.6220 -MEM 1432.191406 1668461996.7224 -MEM 1432.191406 1668461996.8229 -MEM 1432.191406 1668461996.9234 -MEM 1432.191406 1668461997.0238 -MEM 1432.191406 1668461997.1243 -MEM 1432.191406 1668461997.2247 -MEM 1432.191406 1668461997.3252 -MEM 1432.191406 1668461997.4257 -MEM 1432.191406 1668461997.5261 -MEM 1432.191406 1668461997.6266 -MEM 1432.191406 1668461997.7270 -MEM 1432.191406 1668461997.8275 -MEM 1432.191406 1668461997.9280 -MEM 1432.191406 1668461998.0284 -MEM 1432.191406 1668461998.1289 -MEM 1432.191406 1668461998.2294 -MEM 1432.191406 1668461998.3298 -MEM 1432.191406 1668461998.4303 -MEM 1432.191406 1668461998.5308 -MEM 1432.191406 1668461998.6312 -MEM 1432.191406 1668461998.7317 -MEM 1432.191406 1668461998.8321 -MEM 1432.191406 1668461998.9326 -MEM 1432.191406 1668461999.0330 -MEM 1432.191406 1668461999.1335 -MEM 1432.191406 1668461999.2340 -MEM 1432.191406 1668461999.3344 -MEM 1432.191406 1668461999.4349 -MEM 1432.191406 1668461999.5354 -MEM 1432.191406 1668461999.6358 -MEM 1432.191406 1668461999.7363 -MEM 1432.191406 1668461999.8367 -MEM 1432.191406 1668461999.9372 -MEM 1432.191406 1668462000.0377 -MEM 1432.191406 1668462000.1381 -MEM 1432.191406 1668462000.2386 -MEM 1432.191406 1668462000.3391 -MEM 1432.191406 1668462000.4395 -MEM 1432.191406 1668462000.5400 -MEM 1432.191406 1668462000.6405 -MEM 1432.191406 1668462000.7409 -MEM 1432.191406 1668462000.8414 -MEM 1432.191406 1668462000.9418 -MEM 1432.191406 1668462001.0423 -MEM 1432.191406 1668462001.1428 -MEM 1432.191406 1668462001.2433 -MEM 1432.191406 1668462001.3438 -MEM 1432.191406 1668462001.4442 -MEM 1432.191406 1668462001.5447 -MEM 1432.191406 1668462001.6452 -MEM 1432.191406 1668462001.7456 -MEM 1432.191406 1668462001.8461 -MEM 1432.191406 1668462001.9466 -MEM 1432.191406 1668462002.0470 -MEM 1432.191406 1668462002.1475 -MEM 1432.191406 1668462002.2480 -MEM 1432.191406 1668462002.3485 -MEM 1432.191406 1668462002.4490 -MEM 1432.191406 1668462002.5494 -MEM 1432.191406 1668462002.6499 -MEM 1432.191406 1668462002.7503 -MEM 1432.191406 1668462002.8508 -MEM 1432.191406 1668462002.9513 -MEM 1432.191406 1668462003.0518 -MEM 1432.191406 1668462003.1522 -MEM 1432.191406 1668462003.2527 -MEM 1432.191406 1668462003.3531 -MEM 1432.191406 1668462003.4536 -MEM 1432.191406 1668462003.5541 -MEM 1432.191406 1668462003.6545 -MEM 1432.191406 1668462003.7550 -MEM 1432.191406 1668462003.8555 -MEM 1432.191406 1668462003.9559 -MEM 1432.191406 1668462004.0564 -MEM 1432.191406 1668462004.1569 -MEM 1432.191406 1668462004.2573 -MEM 1432.191406 1668462004.3578 -MEM 1432.191406 1668462004.4583 -MEM 1432.191406 1668462004.5587 -MEM 1432.191406 1668462004.6592 -MEM 1432.191406 1668462004.7597 -MEM 1432.191406 1668462004.8601 -MEM 1432.191406 1668462004.9606 -MEM 1432.191406 1668462005.0610 -MEM 1432.191406 1668462005.1615 -MEM 1432.191406 1668462005.2620 -MEM 1432.191406 1668462005.3624 -MEM 1432.191406 1668462005.4629 -MEM 1432.191406 1668462005.5634 -MEM 1432.191406 1668462005.6638 -MEM 1432.191406 1668462005.7643 -MEM 1432.191406 1668462005.8648 -MEM 1432.191406 1668462005.9652 -MEM 1432.191406 1668462006.0657 -MEM 1432.191406 1668462006.1662 -MEM 1432.191406 1668462006.2667 -MEM 1432.191406 1668462006.3672 -MEM 1432.191406 1668462006.4676 -MEM 1432.191406 1668462006.5681 -MEM 1432.191406 1668462006.6686 -MEM 1432.191406 1668462006.7690 -MEM 1432.191406 1668462006.8695 -MEM 1432.191406 1668462006.9700 -MEM 1432.191406 1668462007.0704 -MEM 1432.191406 1668462007.1709 -MEM 1432.191406 1668462007.2714 -MEM 1432.191406 1668462007.3718 -MEM 1432.191406 1668462007.4723 -MEM 1432.191406 1668462007.5727 -MEM 1432.191406 1668462007.6732 -MEM 1432.191406 1668462007.7737 -MEM 1432.191406 1668462007.8741 -MEM 1432.191406 1668462007.9746 -MEM 1432.191406 1668462008.0751 -MEM 1432.191406 1668462008.1755 -MEM 1432.191406 1668462008.2760 -MEM 1432.191406 1668462008.3765 -MEM 1432.191406 1668462008.4769 -MEM 1432.191406 1668462008.5774 -MEM 1432.191406 1668462008.6778 -MEM 1432.191406 1668462008.7783 -MEM 1432.191406 1668462008.8788 -MEM 1432.191406 1668462008.9792 -MEM 1432.191406 1668462009.0797 -MEM 1432.191406 1668462009.1801 -MEM 1432.191406 1668462009.2806 -MEM 1432.191406 1668462009.3810 -MEM 1432.191406 1668462009.4815 -MEM 1432.191406 1668462009.5820 -MEM 1432.191406 1668462009.6824 -MEM 1432.191406 1668462009.7829 -MEM 1432.191406 1668462009.8834 -MEM 1432.191406 1668462009.9838 -MEM 1432.191406 1668462010.0843 -MEM 1432.191406 1668462010.1848 -MEM 1432.191406 1668462010.2853 -MEM 1432.191406 1668462010.3857 -MEM 1432.191406 1668462010.4862 -MEM 1432.191406 1668462010.5867 -MEM 1432.191406 1668462010.6871 -MEM 1432.191406 1668462010.7876 -MEM 1432.191406 1668462010.8881 -MEM 1432.191406 1668462010.9885 -MEM 1432.191406 1668462011.0890 -MEM 1432.191406 1668462011.1895 -MEM 1432.191406 1668462011.2899 -MEM 1432.191406 1668462011.3905 -MEM 1432.191406 1668462011.4909 -MEM 1432.191406 1668462011.5914 -MEM 1432.191406 1668462011.6919 -MEM 1432.191406 1668462011.7923 -MEM 1432.191406 1668462011.8928 -MEM 1432.191406 1668462011.9933 -MEM 1432.191406 1668462012.0937 -MEM 1432.191406 1668462012.1942 -MEM 1432.191406 1668462012.2947 -MEM 1432.191406 1668462012.3951 -MEM 1432.191406 1668462012.4956 -MEM 1432.191406 1668462012.5961 -MEM 1432.191406 1668462012.6965 -MEM 1432.191406 1668462012.7970 -MEM 1432.191406 1668462012.8974 -MEM 1432.191406 1668462012.9979 -MEM 1432.191406 1668462013.0984 -MEM 1432.191406 1668462013.1989 -MEM 1432.191406 1668462013.2993 -MEM 1432.191406 1668462013.3998 -MEM 1432.191406 1668462013.5003 -MEM 1432.191406 1668462013.6007 -MEM 1432.191406 1668462013.7012 -MEM 1432.191406 1668462013.8017 -MEM 1432.191406 1668462013.9021 -MEM 1432.191406 1668462014.0026 -MEM 1432.191406 1668462014.1030 -MEM 1432.191406 1668462014.2035 -MEM 1432.191406 1668462014.3040 -MEM 1432.191406 1668462014.4044 -MEM 1432.191406 1668462014.5049 -MEM 1432.191406 1668462014.6054 -MEM 1432.191406 1668462014.7058 -MEM 1432.191406 1668462014.8063 -MEM 1432.191406 1668462014.9068 -MEM 1432.191406 1668462015.0072 -MEM 1432.191406 1668462015.1077 -MEM 1432.191406 1668462015.2081 -MEM 1432.191406 1668462015.3086 -MEM 1432.191406 1668462015.4091 -MEM 1432.191406 1668462015.5095 -MEM 1432.191406 1668462015.6100 -MEM 1432.191406 1668462015.7104 -MEM 1432.191406 1668462015.8109 -MEM 1432.191406 1668462015.9114 -MEM 1432.191406 1668462016.0118 -MEM 1432.191406 1668462016.1123 -MEM 1432.191406 1668462016.2128 -MEM 1432.191406 1668462016.3132 -MEM 1432.191406 1668462016.4137 -MEM 1432.191406 1668462016.5142 -MEM 1432.191406 1668462016.6147 -MEM 1432.191406 1668462016.7152 -MEM 1432.191406 1668462016.8157 -MEM 1432.191406 1668462016.9161 -MEM 1432.191406 1668462017.0166 -MEM 1432.191406 1668462017.1171 -MEM 1432.191406 1668462017.2175 -MEM 1432.191406 1668462017.3180 -MEM 1432.191406 1668462017.4185 -MEM 1432.191406 1668462017.5189 -MEM 1432.191406 1668462017.6194 -MEM 1432.191406 1668462017.7198 -MEM 1432.191406 1668462017.8203 -MEM 1432.191406 1668462017.9208 -MEM 1432.191406 1668462018.0213 -MEM 1432.191406 1668462018.1217 -MEM 1432.191406 1668462018.2222 -MEM 1432.191406 1668462018.3227 -MEM 1432.191406 1668462018.4231 -MEM 1432.191406 1668462018.5236 -MEM 1432.191406 1668462018.6240 -MEM 1432.191406 1668462018.7245 -MEM 1432.191406 1668462018.8250 -MEM 1432.191406 1668462018.9254 -MEM 1432.191406 1668462019.0259 -MEM 1432.191406 1668462019.1264 -MEM 1432.191406 1668462019.2268 -MEM 1432.191406 1668462019.3273 -MEM 1432.191406 1668462019.4278 -MEM 1432.191406 1668462019.5282 -MEM 1432.191406 1668462019.6287 -MEM 1432.191406 1668462019.7292 -MEM 1432.191406 1668462019.8296 -MEM 1432.191406 1668462019.9301 -MEM 1432.191406 1668462020.0306 -MEM 1432.191406 1668462020.1310 -MEM 1432.191406 1668462020.2315 -MEM 1432.191406 1668462020.3320 -MEM 1432.191406 1668462020.4324 -MEM 1432.191406 1668462020.5329 -MEM 1432.191406 1668462020.6334 -MEM 1432.191406 1668462020.7338 -MEM 1432.191406 1668462020.8343 -MEM 1432.191406 1668462020.9347 -MEM 1432.191406 1668462021.0352 -MEM 1432.191406 1668462021.1357 -MEM 1432.191406 1668462021.2361 -MEM 1432.191406 1668462021.3366 -MEM 1432.191406 1668462021.4370 -MEM 1432.191406 1668462021.5375 -MEM 1432.191406 1668462021.6380 -MEM 1432.191406 1668462021.7385 -MEM 1432.191406 1668462021.8390 -MEM 1432.191406 1668462021.9394 -MEM 1432.191406 1668462022.0399 -MEM 1432.191406 1668462022.1404 -MEM 1432.191406 1668462022.2408 -MEM 1432.191406 1668462022.3413 -MEM 1432.191406 1668462022.4417 -MEM 1432.191406 1668462022.5422 -MEM 1432.191406 1668462022.6427 -MEM 1432.191406 1668462022.7431 -MEM 1432.191406 1668462022.8436 -MEM 1432.191406 1668462022.9441 -MEM 1432.191406 1668462023.0445 -MEM 1432.191406 1668462023.1450 -MEM 1432.191406 1668462023.2455 -MEM 1432.191406 1668462023.3459 -MEM 1432.191406 1668462023.4464 -MEM 1432.191406 1668462023.5469 -MEM 1432.191406 1668462023.6473 -MEM 1432.191406 1668462023.7478 -MEM 1432.191406 1668462023.8483 -MEM 1432.191406 1668462023.9487 -MEM 1432.191406 1668462024.0492 -MEM 1432.191406 1668462024.1497 -MEM 1432.191406 1668462024.2501 -MEM 1432.191406 1668462024.3506 -MEM 1432.191406 1668462024.4510 -MEM 1432.191406 1668462024.5515 -MEM 1432.191406 1668462024.6520 -MEM 1432.191406 1668462024.7524 -MEM 1432.191406 1668462024.8529 -MEM 1432.191406 1668462024.9534 -MEM 1432.191406 1668462025.0538 -MEM 1432.191406 1668462025.1543 -MEM 1432.191406 1668462025.2548 -MEM 1432.191406 1668462025.3552 -MEM 1432.191406 1668462025.4557 -MEM 1432.191406 1668462025.5561 -MEM 1432.191406 1668462025.6566 -MEM 1432.191406 1668462025.7570 -MEM 1432.191406 1668462025.8575 -MEM 1432.191406 1668462025.9580 -MEM 1432.191406 1668462026.0584 -MEM 1432.191406 1668462026.1589 -MEM 1432.191406 1668462026.2594 -MEM 1432.191406 1668462026.3598 -MEM 1432.191406 1668462026.4603 -MEM 1432.191406 1668462026.5608 -MEM 1432.191406 1668462026.6612 -MEM 1370.437500 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1668471945.7331 -MEM 1500.183594 1668471945.8337 -MEM 1500.183594 1668471945.9343 -MEM 1500.183594 1668471946.0349 -MEM 1500.183594 1668471946.1355 -MEM 1500.183594 1668471946.2360 -MEM 1500.183594 1668471946.3366 -MEM 1500.183594 1668471946.4372 -MEM 1500.183594 1668471946.5378 -MEM 1500.183594 1668471946.6383 -MEM 1500.183594 1668471946.7389 -MEM 1500.183594 1668471946.8395 -MEM 1500.183594 1668471946.9401 -MEM 1500.183594 1668471947.0406 -MEM 1500.183594 1668471947.1412 -MEM 1500.183594 1668471947.2418 -MEM 1500.183594 1668471947.3424 -MEM 1500.183594 1668471947.4429 -MEM 1500.183594 1668471947.5435 -MEM 1500.183594 1668471947.6441 -MEM 1500.183594 1668471947.7447 -MEM 1500.183594 1668471947.8453 -MEM 1500.183594 1668471947.9458 -MEM 1500.183594 1668471948.0464 -MEM 1500.183594 1668471948.1470 -MEM 1500.183594 1668471948.2476 -MEM 1500.183594 1668471948.3481 -MEM 1500.183594 1668471948.4487 -MEM 1500.183594 1668471948.5493 -MEM 1500.183594 1668471948.6498 -MEM 1500.183594 1668471948.7504 -MEM 1500.183594 1668471948.8510 -MEM 1500.183594 1668471948.9516 -MEM 1500.183594 1668471949.0522 -MEM 1500.183594 1668471949.1527 -MEM 1500.183594 1668471949.2533 -MEM 1500.183594 1668471949.3540 -MEM 1500.183594 1668471949.4545 -MEM 1500.183594 1668471949.5551 -MEM 1500.183594 1668471949.6557 -MEM 1500.183594 1668471949.7563 -MEM 1500.183594 1668471949.8568 -MEM 1500.183594 1668471949.9574 -MEM 1500.183594 1668471950.0580 -MEM 1500.183594 1668471950.1586 -MEM 1500.183594 1668471950.2591 -MEM 1500.183594 1668471950.3597 -MEM 1500.183594 1668471950.4603 -MEM 1500.183594 1668471950.5609 -MEM 1500.183594 1668471950.6614 -MEM 1500.183594 1668471950.7620 -MEM 1500.183594 1668471950.8626 -MEM 1500.183594 1668471950.9632 -MEM 1500.183594 1668471951.0637 -MEM 1500.183594 1668471951.1643 -MEM 1500.183594 1668471951.2649 -MEM 1500.183594 1668471951.3655 -MEM 1500.183594 1668471951.4660 -MEM 1500.183594 1668471951.5666 -MEM 1500.183594 1668471951.6672 -MEM 1500.183594 1668471951.7678 -MEM 1500.183594 1668471951.8683 -MEM 1500.183594 1668471951.9689 -MEM 1500.183594 1668471952.0695 -MEM 1500.183594 1668471952.1700 -MEM 1500.183594 1668471952.2706 -MEM 1500.183594 1668471952.3712 -MEM 1500.183594 1668471952.4718 -MEM 1500.183594 1668471952.5723 -MEM 1500.183594 1668471952.6729 -MEM 1500.183594 1668471952.7735 -MEM 1500.183594 1668471952.8740 -MEM 1500.183594 1668471952.9746 -MEM 1500.183594 1668471953.0752 -MEM 1500.183594 1668471953.1758 -MEM 1500.183594 1668471953.2763 -MEM 1500.183594 1668471953.3769 -MEM 1500.183594 1668471953.4775 -MEM 1500.183594 1668471953.5781 -MEM 1500.183594 1668471953.6786 -MEM 1500.183594 1668471953.7792 -MEM 1500.183594 1668471953.8798 -MEM 1500.183594 1668471953.9803 -MEM 1500.183594 1668471954.0809 -MEM 1500.183594 1668471954.1815 -MEM 1500.183594 1668471954.2821 -MEM 1500.183594 1668471954.3827 -MEM 1500.183594 1668471954.4833 -MEM 1500.183594 1668471954.5839 -MEM 1500.183594 1668471954.6844 -MEM 1500.183594 1668471954.7850 -MEM 1500.183594 1668471954.8856 -MEM 1500.183594 1668471954.9862 -MEM 1500.183594 1668471955.0867 -MEM 1500.183594 1668471955.1873 -MEM 1500.183594 1668471955.2879 -MEM 1500.183594 1668471955.3885 -MEM 1500.183594 1668471955.4891 -MEM 1500.183594 1668471955.5896 -MEM 1500.183594 1668471955.6902 -MEM 1500.183594 1668471955.7908 -MEM 1500.183594 1668471955.8914 -MEM 1500.183594 1668471955.9919 -MEM 1500.183594 1668471956.0925 -MEM 1500.183594 1668471956.1931 -MEM 1500.183594 1668471956.2937 -MEM 1500.183594 1668471956.3942 -MEM 1500.183594 1668471956.4948 -MEM 1500.183594 1668471956.5954 -MEM 1500.183594 1668471956.6960 -MEM 1500.183594 1668471956.7965 -MEM 1500.183594 1668471956.8971 -MEM 1500.183594 1668471956.9977 -MEM 1500.183594 1668471957.0983 -MEM 1500.183594 1668471957.1988 -MEM 1500.183594 1668471957.2994 -MEM 1500.183594 1668471957.4000 -MEM 1500.183594 1668471957.5006 -MEM 1500.183594 1668471957.6011 -MEM 1500.183594 1668471957.7017 -MEM 1500.183594 1668471957.8023 -MEM 1500.183594 1668471957.9029 -MEM 1500.183594 1668471958.0035 -MEM 1500.183594 1668471958.1040 -MEM 1500.183594 1668471958.2046 -MEM 1500.183594 1668471958.3052 -MEM 1500.183594 1668471958.4057 -MEM 1500.183594 1668471958.5063 -MEM 1500.183594 1668471958.6069 -MEM 1500.183594 1668471958.7075 -MEM 1500.183594 1668471958.8081 -MEM 1500.183594 1668471958.9086 -MEM 1500.183594 1668471959.0092 -MEM 1500.183594 1668471959.1098 -MEM 1500.183594 1668471959.2103 -MEM 1500.183594 1668471959.3109 -MEM 1500.183594 1668471959.4115 -MEM 1500.183594 1668471959.5121 -MEM 1500.183594 1668471959.6127 -MEM 1500.183594 1668471959.7133 -MEM 1500.183594 1668471959.8139 -MEM 1500.183594 1668471959.9145 -MEM 1500.183594 1668471960.0150 -MEM 1500.183594 1668471960.1156 -MEM 1500.183594 1668471960.2162 -MEM 1500.183594 1668471960.3168 -MEM 1500.183594 1668471960.4173 -MEM 1500.183594 1668471960.5179 -MEM 1500.183594 1668471960.6185 -MEM 1500.183594 1668471960.7190 -MEM 1500.183594 1668471960.8196 -MEM 1500.183594 1668471960.9202 -MEM 1500.183594 1668471961.0207 -MEM 1500.183594 1668471961.1213 -MEM 1500.183594 1668471961.2219 -MEM 1500.183594 1668471961.3224 -MEM 1500.183594 1668471961.4230 -MEM 1500.183594 1668471961.5236 -MEM 1500.183594 1668471961.6242 -MEM 1500.183594 1668471961.7247 -MEM 1500.183594 1668471961.8253 -MEM 1500.183594 1668471961.9259 -MEM 1500.183594 1668471962.0265 -MEM 1500.183594 1668471962.1270 -MEM 1500.183594 1668471962.2276 -MEM 1500.183594 1668471962.3282 -MEM 1500.183594 1668471962.4288 -MEM 1500.183594 1668471962.5293 -MEM 1500.183594 1668471962.6299 -MEM 1500.183594 1668471962.7305 -MEM 1500.183594 1668471962.8310 -MEM 1500.183594 1668471962.9316 -MEM 1500.183594 1668471963.0322 -MEM 1500.183594 1668471963.1328 -MEM 1500.183594 1668471963.2333 -MEM 1500.183594 1668471963.3339 -MEM 1500.183594 1668471963.4345 -MEM 1500.183594 1668471963.5350 -MEM 1500.183594 1668471963.6356 -MEM 1500.183594 1668471963.7362 -MEM 1500.183594 1668471963.8368 -MEM 1500.183594 1668471963.9374 -MEM 1500.183594 1668471964.0379 -MEM 1500.183594 1668471964.1385 -MEM 1500.183594 1668471964.2391 -MEM 1500.183594 1668471964.3397 -MEM 1500.183594 1668471964.4403 -MEM 1500.183594 1668471964.5408 -MEM 1500.183594 1668471964.6414 -MEM 1500.183594 1668471964.7420 -MEM 1500.183594 1668471964.8426 -MEM 1500.183594 1668471964.9432 -MEM 1500.183594 1668471965.0438 -MEM 1500.183594 1668471965.1443 -MEM 1500.183594 1668471965.2449 -MEM 1500.183594 1668471965.3455 -MEM 1500.183594 1668471965.4461 -MEM 1500.183594 1668471965.5466 -MEM 1500.183594 1668471965.6472 -MEM 1500.183594 1668471965.7478 -MEM 1500.183594 1668471965.8483 -MEM 1500.183594 1668471965.9489 -MEM 1500.183594 1668471966.0495 -MEM 1500.183594 1668471966.1500 -MEM 1500.183594 1668471966.2506 -MEM 1500.183594 1668471966.3512 -MEM 1500.183594 1668471966.4518 -MEM 1500.183594 1668471966.5523 -MEM 1500.183594 1668471966.6529 -MEM 1500.183594 1668471966.7535 -MEM 1500.183594 1668471966.8540 -MEM 1500.183594 1668471966.9546 -MEM 1500.183594 1668471967.0552 -MEM 1500.183594 1668471967.1558 -MEM 1500.183594 1668471967.2563 -MEM 1500.183594 1668471967.3569 -MEM 1500.183594 1668471967.4575 -MEM 1500.183594 1668471967.5581 -MEM 1500.183594 1668471967.6586 -MEM 1500.183594 1668471967.7592 -MEM 1500.183594 1668471967.8598 -MEM 1500.183594 1668471967.9603 -MEM 1500.183594 1668471968.0609 -MEM 1500.183594 1668471968.1615 -MEM 1500.183594 1668471968.2620 -MEM 1500.183594 1668471968.3626 -MEM 1500.183594 1668471968.4632 -MEM 1500.183594 1668471968.5638 -MEM 1500.183594 1668471968.6643 -MEM 1500.183594 1668471968.7649 -MEM 1500.183594 1668471968.8655 -MEM 1500.183594 1668471968.9661 -MEM 1500.183594 1668471969.0666 -MEM 1500.183594 1668471969.1672 -MEM 1500.183594 1668471969.2678 -MEM 1500.183594 1668471969.3683 -MEM 1500.183594 1668471969.4689 -MEM 1500.183594 1668471969.5695 -MEM 1500.183594 1668471969.6701 -MEM 1500.183594 1668471969.7706 -MEM 1500.183594 1668471969.8713 -MEM 1500.183594 1668471969.9718 -MEM 1500.183594 1668471970.0723 -MEM 1500.183594 1668471970.1729 -MEM 1500.183594 1668471970.2735 -MEM 1500.183594 1668471970.3741 -MEM 1500.183594 1668471970.4746 -MEM 1500.183594 1668471970.5752 -MEM 1500.183594 1668471970.6758 -MEM 1500.183594 1668471970.7763 -MEM 1500.183594 1668471970.8769 -MEM 1500.183594 1668471970.9775 -MEM 1500.183594 1668471971.0781 -MEM 1500.183594 1668471971.1786 -MEM 1500.183594 1668471971.2792 -MEM 1500.183594 1668471971.3798 -MEM 1500.183594 1668471971.4803 -MEM 1500.183594 1668471971.5809 -MEM 1500.183594 1668471971.6815 -MEM 1500.183594 1668471971.7820 -MEM 1500.183594 1668471971.8826 -MEM 1500.183594 1668471971.9832 -MEM 1500.183594 1668471972.0838 -MEM 1500.183594 1668471972.1843 -MEM 1500.183594 1668471972.2849 -MEM 1500.183594 1668471972.3855 -MEM 1500.183594 1668471972.4861 -MEM 1500.183594 1668471972.5866 -MEM 1500.183594 1668471972.6872 -MEM 1500.183594 1668471972.7878 -MEM 1500.183594 1668471972.8883 -MEM 1500.183594 1668471972.9889 -MEM 1500.183594 1668471973.0895 -MEM 1500.183594 1668471973.1901 -MEM 1500.183594 1668471973.2906 -MEM 1500.183594 1668471973.3912 -MEM 1500.183594 1668471973.4918 -MEM 1500.183594 1668471973.5923 -MEM 1500.183594 1668471973.6929 -MEM 1500.183594 1668471973.7935 -MEM 1500.183594 1668471973.8940 -MEM 1500.183594 1668471973.9946 -MEM 1500.183594 1668471974.0952 -MEM 1500.183594 1668471974.1958 -MEM 1500.183594 1668471974.2963 -MEM 1500.183594 1668471974.3969 -MEM 1500.183594 1668471974.4975 -MEM 1500.183594 1668471974.5980 -MEM 1500.183594 1668471974.6986 -MEM 1500.183594 1668471974.7992 -MEM 1500.183594 1668471974.8998 -MEM 1500.183594 1668471975.0004 -MEM 1500.183594 1668471975.1010 -MEM 1500.183594 1668471975.2016 -MEM 1500.183594 1668471975.3021 -MEM 1500.183594 1668471975.4027 -MEM 1500.183594 1668471975.5033 -MEM 1500.183594 1668471975.6038 -MEM 1500.183594 1668471975.7044 -MEM 1500.183594 1668471975.8050 -MEM 1500.183594 1668471975.9056 -MEM 1500.183594 1668471976.0061 -MEM 1500.183594 1668471976.1067 -MEM 1500.183594 1668471976.2073 -MEM 1500.183594 1668471976.3079 -MEM 1500.183594 1668471976.4084 -MEM 1500.183594 1668471976.5090 -MEM 1500.183594 1668471976.6096 -MEM 1500.183594 1668471976.7102 -MEM 1500.183594 1668471976.8107 -MEM 1500.183594 1668471976.9113 -MEM 1500.183594 1668471977.0119 -MEM 1500.183594 1668471977.1125 -MEM 1500.183594 1668471977.2131 -MEM 1500.183594 1668471977.3136 -MEM 1500.183594 1668471977.4142 -MEM 1500.183594 1668471977.5148 -MEM 1500.183594 1668471977.6154 -MEM 1500.183594 1668471977.7160 -MEM 1500.183594 1668471977.8165 -MEM 1500.183594 1668471977.9171 -MEM 1500.183594 1668471978.0177 -MEM 1500.183594 1668471978.1183 -MEM 1500.183594 1668471978.2188 -MEM 1500.183594 1668471978.3194 -MEM 1500.183594 1668471978.4200 -MEM 1500.183594 1668471978.5206 -MEM 1500.183594 1668471978.6211 -MEM 1500.183594 1668471978.7217 -MEM 1500.183594 1668471978.8223 -MEM 1500.183594 1668471978.9229 -MEM 1500.183594 1668471979.0235 -MEM 1500.183594 1668471979.1240 -MEM 1500.183594 1668471979.2246 -MEM 1500.183594 1668471979.3252 -MEM 1500.183594 1668471979.4258 -MEM 1500.183594 1668471979.5263 -MEM 1500.183594 1668471979.6269 -MEM 1500.183594 1668471979.7275 -MEM 1500.183594 1668471979.8280 -MEM 1500.183594 1668471979.9286 -MEM 1500.183594 1668471980.0292 -MEM 1500.183594 1668471980.1298 -MEM 1500.183594 1668471980.2304 -MEM 1500.183594 1668471980.3310 -MEM 1500.183594 1668471980.4316 -MEM 1500.183594 1668471980.5321 -MEM 1500.183594 1668471980.6327 -MEM 1500.183594 1668471980.7333 -MEM 1500.183594 1668471980.8338 -MEM 1500.183594 1668471980.9344 -MEM 1500.183594 1668471981.0350 -MEM 1500.183594 1668471981.1356 -MEM 1500.183594 1668471981.2361 -MEM 1500.183594 1668471981.3367 -MEM 1500.183594 1668471981.4373 -MEM 1500.183594 1668471981.5378 -MEM 1500.183594 1668471981.6384 -MEM 1500.183594 1668471981.7390 -MEM 1500.183594 1668471981.8396 -MEM 1500.183594 1668471981.9402 -MEM 1500.183594 1668471982.0407 -MEM 1500.183594 1668471982.1413 -MEM 1500.183594 1668471982.2419 -MEM 1500.183594 1668471982.3424 -MEM 1500.183594 1668471982.4430 -MEM 1500.183594 1668471982.5436 -MEM 1500.183594 1668471982.6442 -MEM 1500.183594 1668471982.7447 -MEM 1500.183594 1668471982.8453 -MEM 1500.183594 1668471982.9459 -MEM 1500.183594 1668471983.0465 -MEM 1500.183594 1668471983.1470 -MEM 1500.183594 1668471983.2476 -MEM 1500.183594 1668471983.3482 -MEM 1500.183594 1668471983.4488 -MEM 1500.183594 1668471983.5493 -MEM 1500.183594 1668471983.6499 -MEM 1500.183594 1668471983.7505 -MEM 1500.183594 1668471983.8511 -MEM 1500.183594 1668471983.9517 -MEM 1500.183594 1668471984.0522 -MEM 1500.183594 1668471984.1528 -MEM 1500.183594 1668471984.2534 -MEM 1500.183594 1668471984.3539 -MEM 1500.183594 1668471984.4545 -MEM 1500.183594 1668471984.5551 -MEM 1500.183594 1668471984.6557 -MEM 1500.183594 1668471984.7562 -MEM 1500.183594 1668471984.8568 -MEM 1500.183594 1668471984.9574 -MEM 1500.183594 1668471985.0580 -MEM 1500.183594 1668471985.1585 -MEM 1500.183594 1668471985.2592 -MEM 1500.183594 1668471985.3598 -MEM 1500.183594 1668471985.4603 -MEM 1500.183594 1668471985.5609 -MEM 1500.183594 1668471985.6615 -MEM 1500.183594 1668471985.7620 -MEM 1500.183594 1668471985.8626 -MEM 1500.183594 1668471985.9632 -MEM 1500.183594 1668471986.0638 -MEM 1500.183594 1668471986.1643 -MEM 1500.183594 1668471986.2649 -MEM 1500.183594 1668471986.3655 -MEM 1500.183594 1668471986.4660 -MEM 1500.183594 1668471986.5666 -MEM 1500.183594 1668471986.6672 -MEM 1500.183594 1668471986.7678 -MEM 1500.183594 1668471986.8683 -MEM 1500.183594 1668471986.9689 -MEM 1500.183594 1668471987.0695 -MEM 1500.183594 1668471987.1700 -MEM 1500.183594 1668471987.2706 -MEM 1500.183594 1668471987.3712 -MEM 1500.183594 1668471987.4718 -MEM 1500.183594 1668471987.5723 -MEM 1500.183594 1668471987.6729 -MEM 1500.183594 1668471987.7735 -MEM 1500.183594 1668471987.8741 -MEM 1500.183594 1668471987.9746 -MEM 1500.183594 1668471988.0752 -MEM 1500.183594 1668471988.1758 -MEM 1500.183594 1668471988.2763 -MEM 1500.183594 1668471988.3769 -MEM 1500.183594 1668471988.4775 -MEM 1500.183594 1668471988.5780 -MEM 1500.183594 1668471988.6786 -MEM 1500.183594 1668471988.7792 -MEM 1500.183594 1668471988.8798 -MEM 1500.183594 1668471988.9803 -MEM 1500.183594 1668471989.0809 -MEM 1500.183594 1668471989.1815 -MEM 1500.183594 1668471989.2821 -MEM 1500.183594 1668471989.3826 -MEM 1500.183594 1668471989.4832 -MEM 1500.183594 1668471989.5837 -MEM 1500.183594 1668471989.6843 -MEM 1500.183594 1668471989.7849 -MEM 1500.183594 1668471989.8855 -MEM 1500.183594 1668471989.9861 -MEM 1500.183594 1668471990.0866 -MEM 1500.183594 1668471990.1872 -MEM 1500.183594 1668471990.2878 -MEM 1500.183594 1668471990.3884 -MEM 1500.183594 1668471990.4890 -MEM 1500.183594 1668471990.5895 -MEM 1500.183594 1668471990.6901 -MEM 1500.183594 1668471990.7907 -MEM 1500.183594 1668471990.8913 -MEM 1500.183594 1668471990.9917 -MEM 1500.183594 1668471991.0923 -MEM 1500.183594 1668471991.1929 -MEM 1500.183594 1668471991.2935 -MEM 1500.183594 1668471991.3941 -MEM 1500.183594 1668471991.4946 -MEM 1500.183594 1668471991.5952 -MEM 1500.183594 1668471991.6958 -MEM 1500.183594 1668471991.7963 -MEM 1500.183594 1668471991.8969 -MEM 1500.183594 1668471991.9975 -MEM 1500.183594 1668471992.0981 -MEM 1500.183594 1668471992.1986 -MEM 1500.183594 1668471992.2992 -MEM 1500.183594 1668471992.3998 -MEM 1500.183594 1668471992.5004 -MEM 1500.183594 1668471992.6009 -MEM 1500.183594 1668471992.7015 -MEM 1500.183594 1668471992.8021 -MEM 1500.183594 1668471992.9027 -MEM 1500.183594 1668471993.0033 -MEM 1500.183594 1668471993.1038 -MEM 1500.183594 1668471993.2043 -MEM 1500.183594 1668471993.3049 -MEM 1500.183594 1668471993.4055 -MEM 1500.183594 1668471993.5061 -MEM 1500.183594 1668471993.6066 -MEM 1500.183594 1668471993.7072 -MEM 1500.183594 1668471993.8078 -MEM 1500.183594 1668471993.9083 -MEM 1500.183594 1668471994.0089 -MEM 1500.183594 1668471994.1095 -MEM 1500.183594 1668471994.2100 -MEM 1500.183594 1668471994.3106 -MEM 1500.183594 1668471994.4112 -MEM 1500.183594 1668471994.5118 -MEM 1500.183594 1668471994.6123 -MEM 1500.183594 1668471994.7129 -MEM 1500.183594 1668471994.8135 -MEM 1500.183594 1668471994.9140 -MEM 1500.183594 1668471995.0146 -MEM 1500.183594 1668471995.1152 -MEM 1500.183594 1668471995.2158 -MEM 1500.183594 1668471995.3163 -MEM 1500.183594 1668471995.4169 -MEM 1500.183594 1668471995.5175 -MEM 1500.183594 1668471995.6181 -MEM 1500.183594 1668471995.7187 -MEM 1500.183594 1668471995.8193 -MEM 1500.183594 1668471995.9198 -MEM 1500.183594 1668471996.0203 -MEM 1500.183594 1668471996.1208 -MEM 1500.183594 1668471996.2214 -MEM 1500.183594 1668471996.3220 -MEM 1500.183594 1668471996.4226 -MEM 1500.183594 1668471996.5231 -MEM 1500.183594 1668471996.6237 -MEM 1500.183594 1668471996.7243 -MEM 1500.183594 1668471996.8249 -MEM 1500.183594 1668471996.9254 -MEM 1500.183594 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1668472018.1471 -MEM 1500.183594 1668472018.2477 -MEM 1500.183594 1668472018.3483 -MEM 1500.183594 1668472018.4488 -MEM 1500.183594 1668472018.5494 -MEM 1500.183594 1668472018.6500 -MEM 1500.183594 1668472018.7506 -MEM 1500.183594 1668472018.8511 -MEM 1500.183594 1668472018.9517 -MEM 1500.183594 1668472019.0523 -MEM 1500.183594 1668472019.1529 -MEM 1500.183594 1668472019.2534 -MEM 1500.183594 1668472019.3540 -MEM 1500.183594 1668472019.4546 -MEM 1500.183594 1668472019.5552 -MEM 1500.183594 1668472019.6558 -MEM 1500.183594 1668472019.7563 -MEM 1500.183594 1668472019.8569 -MEM 1500.183594 1668472019.9575 -MEM 1500.183594 1668472020.0581 -MEM 1500.183594 1668472020.1586 -MEM 1500.183594 1668472020.2592 -MEM 1500.183594 1668472020.3598 -MEM 1500.183594 1668472020.4603 -MEM 1500.183594 1668472020.5609 -MEM 1500.183594 1668472020.6615 -MEM 1500.183594 1668472020.7620 -MEM 1500.183594 1668472020.8626 -MEM 1500.183594 1668472020.9632 -MEM 1500.183594 1668472021.0638 -MEM 1500.183594 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1668472024.1815 -MEM 1500.183594 1668472024.2821 -MEM 1500.183594 1668472024.3826 -MEM 1500.183594 1668472024.4832 -MEM 1500.183594 1668472024.5838 -MEM 1500.183594 1668472024.6843 -MEM 1500.183594 1668472024.7849 -MEM 1500.183594 1668472024.8855 -MEM 1500.183594 1668472024.9861 -MEM 1500.183594 1668472025.0866 -MEM 1500.183594 1668472025.1872 -MEM 1500.183594 1668472025.2878 -MEM 1500.183594 1668472025.3883 -MEM 1500.183594 1668472025.4889 -MEM 1500.183594 1668472025.5895 -MEM 1500.183594 1668472025.6901 -MEM 1500.183594 1668472025.7906 -MEM 1500.183594 1668472025.8912 -MEM 1500.183594 1668472025.9918 -MEM 1500.183594 1668472026.0923 -MEM 1500.183594 1668472026.1929 -MEM 1500.183594 1668472026.2936 -MEM 1500.183594 1668472026.3941 -MEM 1500.183594 1668472026.4947 -MEM 1500.183594 1668472026.5953 -MEM 1500.183594 1668472026.6959 -MEM 1500.183594 1668472026.7964 -MEM 1500.183594 1668472026.8970 -MEM 1500.183594 1668472026.9976 -MEM 1500.183594 1668472027.0982 -MEM 1500.183594 1668472027.1987 -MEM 1500.183594 1668472027.2993 -MEM 1500.183594 1668472027.3999 -MEM 1500.183594 1668472027.5005 -MEM 1500.183594 1668472027.6011 -MEM 1500.183594 1668472027.7017 -MEM 1500.183594 1668472027.8022 -MEM 1500.183594 1668472027.9028 -MEM 1500.183594 1668472028.0034 -MEM 1500.183594 1668472028.1040 -MEM 1500.183594 1668472028.2045 -MEM 1500.183594 1668472028.3051 -MEM 1500.183594 1668472028.4057 -MEM 1500.183594 1668472028.5063 -MEM 1500.183594 1668472028.6068 -MEM 1500.183594 1668472028.7074 -MEM 1500.183594 1668472028.8080 -MEM 1500.183594 1668472028.9086 -MEM 1500.183594 1668472029.0091 -MEM 1500.183594 1668472029.1097 -MEM 1500.183594 1668472029.2103 -MEM 1500.183594 1668472029.3109 -MEM 1500.183594 1668472029.4115 -MEM 1500.183594 1668472029.5120 -MEM 1500.183594 1668472029.6126 -MEM 1500.183594 1668472029.7132 -MEM 1500.183594 1668472029.8137 -MEM 1500.183594 1668472029.9143 -MEM 1500.183594 1668472030.0149 -MEM 1500.183594 1668472030.1155 -MEM 1500.183594 1668472030.2161 -MEM 1500.183594 1668472030.3166 -MEM 1500.183594 1668472030.4172 -MEM 1500.183594 1668472030.5178 -MEM 1500.183594 1668472030.6183 -MEM 1500.183594 1668472030.7189 -MEM 1500.183594 1668472030.8195 -MEM 1500.183594 1668472030.9201 -MEM 1500.183594 1668472031.0207 -MEM 1500.183594 1668472031.1212 -MEM 1500.183594 1668472031.2218 -MEM 1500.183594 1668472031.3224 -MEM 1500.183594 1668472031.4230 -MEM 1500.183594 1668472031.5236 -MEM 1500.183594 1668472031.6241 -MEM 1500.183594 1668472031.7247 -MEM 1500.183594 1668472031.8253 -MEM 1500.183594 1668472031.9259 -MEM 1500.183594 1668472032.0264 -MEM 1500.183594 1668472032.1270 -MEM 1500.183594 1668472032.2276 -MEM 1500.183594 1668472032.3282 -MEM 1500.183594 1668472032.4287 -MEM 1500.183594 1668472032.5293 -MEM 1500.183594 1668472032.6299 -MEM 1500.183594 1668472032.7304 -MEM 1500.183594 1668472032.8310 -MEM 1500.183594 1668472032.9316 -MEM 1500.183594 1668472033.0322 -MEM 1500.183594 1668472033.1328 -MEM 1500.183594 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1668472036.2506 -MEM 1500.183594 1668472036.3512 -MEM 1500.183594 1668472036.4518 -MEM 1500.183594 1668472036.5524 -MEM 1500.183594 1668472036.6530 -MEM 1500.183594 1668472036.7536 -MEM 1500.183594 1668472036.8541 -MEM 1500.183594 1668472036.9547 -MEM 1500.183594 1668472037.0553 -MEM 1500.183594 1668472037.1559 -MEM 1500.183594 1668472037.2564 -MEM 1500.183594 1668472037.3570 -MEM 1500.183594 1668472037.4576 -MEM 1500.183594 1668472037.5581 -MEM 1500.183594 1668472037.6587 -MEM 1500.183594 1668472037.7593 -MEM 1500.183594 1668472037.8599 -MEM 1500.183594 1668472037.9605 -MEM 1500.183594 1668472038.0610 -MEM 1500.183594 1668472038.1616 -MEM 1500.183594 1668472038.2622 -MEM 1500.183594 1668472038.3628 -MEM 1500.183594 1668472038.4634 -MEM 1500.183594 1668472038.5639 -MEM 1500.183594 1668472038.6645 -MEM 1500.183594 1668472038.7651 -MEM 1500.183594 1668472038.8656 -MEM 1500.183594 1668472038.9662 -MEM 1500.183594 1668472039.0668 -MEM 1500.183594 1668472039.1674 -MEM 1500.183594 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-Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 125.4531 MiB 125.4531 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 226.3516 MiB 100.8984 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 217.8242 MiB -8.5273 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 227.6562 MiB 9.8320 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 236.3984 MiB 8.7422 MiB 1 data.link = data.link.apply(clean_link) - 75 236.3984 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 218.0273 MiB -18.3711 MiB 1 .apply(clean_short_description) - 77 228.6602 MiB 10.6328 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 272.7461 MiB 44.0859 MiB 1 + " " + data.headline - 81 796.3984 MiB 523.6523 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 796.3984 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 796.3984 MiB 796.3984 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 805.9023 MiB 9.5039 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 805.9023 MiB 0.0000 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 805.9023 MiB 0.0000 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 806.2734 MiB 0.3711 MiB 1 data.link = data.link.apply(clean_link) - 75 806.2734 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 804.7266 MiB -1.5469 MiB 1 .apply(clean_short_description) - 77 804.7266 MiB 0.0000 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 812.7031 MiB 7.9766 MiB 1 + " " + data.headline - 81 904.0234 MiB 91.3203 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 904.0234 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 84 904.0234 MiB 904.0234 MiB 1 @profile(precision=4,stream = fp) - 85 def train_data(train,test): - 86 904.0234 MiB 0.0000 MiB 1 vectorizer = TfidfVectorizer( - 87 904.0234 MiB 0.0000 MiB 1 min_df=50, - 88 904.0234 MiB 0.0000 MiB 1 lowercase=False, - 89 1487.9609 MiB 224.4180 MiB 362281 tokenizer=lambda x: x) - 90 - 91 904.0234 MiB 0.0000 MiB 1 svc = SVC() - 92 1487.2812 MiB 359.5195 MiB 1 svc.fit(vectorizer.fit_transform(train.tokens), train.category) - 93 - 94 1487.2812 MiB 0.0000 MiB 1 training_time = time.time() - 95 - 96 # Predict on unseen test data - 97 1487.7109 MiB -0.2500 MiB 1 y_pred = svc.predict(vectorizer.transform(test.tokens)) - 98 1487.7109 MiB 0.0000 MiB 1 return svc, training_time, y_pred - - diff --git a/Memory_Profiler/Memory_Profiler_Results/ipex_results/intel_output.dat b/Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_output.dat similarity index 100% rename from Memory_Profiler/Memory_Profiler_Results/ipex_results/intel_output.dat rename to Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_output.dat diff --git a/Memory_Profiler/Memory_Profiler_Results/ipex_results/intel_report.log b/Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_report.log similarity index 100% rename from Memory_Profiler/Memory_Profiler_Results/ipex_results/intel_report.log rename to Memory_Profiler/Memory_Profiler_Results/oneapi_optimized_results/intel_report.log diff --git a/Memory_Profiler/Memory_Profiler_Results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log b/Memory_Profiler/Memory_Profiler_Results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log deleted file mode 100644 index 27f368b..0000000 --- a/Memory_Profiler/Memory_Profiler_Results/stock_results/.ipynb_checkpoints/stock_report-checkpoint.log +++ /dev/null @@ -1,75 +0,0 @@ -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 125.4531 MiB 125.4531 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 226.3516 MiB 100.8984 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 217.8242 MiB -8.5273 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 227.6562 MiB 9.8320 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 236.3984 MiB 8.7422 MiB 1 data.link = data.link.apply(clean_link) - 75 236.3984 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 218.0273 MiB -18.3711 MiB 1 .apply(clean_short_description) - 77 228.6602 MiB 10.6328 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 272.7461 MiB 44.0859 MiB 1 + " " + data.headline - 81 796.3984 MiB 523.6523 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 796.3984 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 62 796.3984 MiB 796.3984 MiB 1 @profile(precision=4,stream = fp) - 63 def get_data(path_to_csv: str) -> pd.DataFrame: - 64 """Read in and clean data - 65 - 66 Args: - 67 path_to_csv (str): processed data - 68 """ - 69 805.9023 MiB 9.5039 MiB 1 data = pd.read_csv(path_to_csv)[ - 70 805.9023 MiB 0.0000 MiB 1 ['category', 'headline', 'short_description', 'link'] - 71 ] - 72 805.9023 MiB 0.0000 MiB 1 data = data.dropna(subset=['headline', 'short_description', 'link']) - 73 - 74 806.2734 MiB 0.3711 MiB 1 data.link = data.link.apply(clean_link) - 75 806.2734 MiB 0.0000 MiB 1 data.short_description = data.short_description \ - 76 804.7266 MiB -1.5469 MiB 1 .apply(clean_short_description) - 77 804.7266 MiB 0.0000 MiB 1 data.headline = data.headline.apply(clean_headline) - 78 - 79 data['text'] = data.link + " " + data.short_description \ - 80 812.7031 MiB 7.9766 MiB 1 + " " + data.headline - 81 904.0234 MiB 91.3203 MiB 1 data['tokens'] = data.text.apply(tokenize) - 82 904.0234 MiB 0.0000 MiB 1 return data - - -Filename: run_benchmarks.py - -Line # Mem usage Increment Occurrences Line Contents -============================================================= - 84 904.0234 MiB 904.0234 MiB 1 @profile(precision=4,stream = fp) - 85 def train_data(train,test): - 86 904.0234 MiB 0.0000 MiB 1 vectorizer = TfidfVectorizer( - 87 904.0234 MiB 0.0000 MiB 1 min_df=50, - 88 904.0234 MiB 0.0000 MiB 1 lowercase=False, - 89 1487.9609 MiB 224.4180 MiB 362281 tokenizer=lambda x: x) - 90 - 91 904.0234 MiB 0.0000 MiB 1 svc = SVC() - 92 1487.2812 MiB 359.5195 MiB 1 svc.fit(vectorizer.fit_transform(train.tokens), train.category) - 93 - 94 1487.2812 MiB 0.0000 MiB 1 training_time = time.time() - 95 - 96 # Predict on unseen test data - 97 1487.7109 MiB -0.2500 MiB 1 y_pred = svc.predict(vectorizer.transform(test.tokens)) - 98 1487.7109 MiB 0.0000 MiB 1 return svc, training_time, y_pred - - diff --git a/Memory_Profiler/example1.py b/Memory_Profiler/example1.py new file mode 100644 index 0000000..e747792 --- /dev/null +++ b/Memory_Profiler/example1.py @@ -0,0 +1,16 @@ +from memory_profiler import profile +import random + +@profile +def random_number_generator(): + arr1 = [random.randint(1,10) for i in range(100000)] + arr2 = [random.randint(1,10) for i in range(100000)] + arr3 = [arr1[i]+arr2[i] for i in range(100000)] + del arr1 + del arr2 + tot = sum(arr3) + del arr3 + print(tot) + +if __name__ == "__main__": + random_number_generator() \ No newline at end of file diff --git a/Memory_Profiler/example2.py b/Memory_Profiler/example2.py new file mode 100644 index 0000000..5bc24d0 --- /dev/null +++ b/Memory_Profiler/example2.py @@ -0,0 +1,16 @@ +from memory_profiler import profile +import random +fp = open("example_report.log", "w+") +@profile(precision=4,stream=fp) +def random_number_generator(): + arr1 = [random.randint(1,10) for i in range(100000)] + arr2 = [random.randint(1,10) for i in range(100000)] + arr3 = [arr1[i]+arr2[i] for i in range(100000)] + del arr1 + del arr2 + tot = sum(arr3) + del arr3 + print(tot) + +if __name__ == "__main__": + random_number_generator() \ No newline at end of file diff --git a/Memory_Profiler/example3.py b/Memory_Profiler/example3.py new file mode 100644 index 0000000..0d93b20 --- /dev/null +++ b/Memory_Profiler/example3.py @@ -0,0 +1,24 @@ +import time +import numpy as np + +def very_slow_random_generator(): + time.sleep(5) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + + +def slow_random_generator(): + time.sleep(2) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +def main_func(): + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() \ No newline at end of file diff --git a/Memory_Profiler/example_report.log b/Memory_Profiler/example_report.log new file mode 100644 index 0000000..87c57e8 --- /dev/null +++ b/Memory_Profiler/example_report.log @@ -0,0 +1,16 @@ +Filename: example2.py + +Line # Mem usage Increment Occurrences Line Contents +============================================================= + 4 41.2031 MiB 41.2031 MiB 1 @profile(precision=4,stream=fp) + 5 def random_number_generator(): + 6 42.7539 MiB 1.5508 MiB 100003 arr1 = [random.randint(1,10) for i in range(100000)] + 7 43.4219 MiB 0.6680 MiB 100003 arr2 = [random.randint(1,10) for i in range(100000)] + 8 44.2266 MiB 0.8047 MiB 100003 arr3 = [arr1[i]+arr2[i] for i in range(100000)] + 9 43.5273 MiB -0.6992 MiB 1 del arr1 + 10 42.7617 MiB -0.7656 MiB 1 del arr2 + 11 42.7617 MiB 0.0000 MiB 1 tot = sum(arr3) + 12 41.9961 MiB -0.7656 MiB 1 del arr3 + 13 41.9961 MiB 0.0000 MiB 1 print(tot) + + diff --git a/Memory_Profiler/mprof_example1.png b/Memory_Profiler/mprof_example1.png new file mode 100644 index 0000000..3086fcd Binary files /dev/null and b/Memory_Profiler/mprof_example1.png differ diff --git a/Memory_Profiler/mprofile_20230424063301.dat b/Memory_Profiler/mprofile_20230424063301.dat new file mode 100644 index 0000000..5743952 --- /dev/null +++ b/Memory_Profiler/mprofile_20230424063301.dat @@ -0,0 +1,170 @@ +CMDLINE 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b/Memory_Profiler/run_benchmarks_memory.py @@ -0,0 +1,192 @@ +# !/usr/bin/env python3 +# -*- coding: utf-8 -*- + +# Copyright (C) 2022 Intel Corporation +# SPDX-License-Identifier: BSD-3-Clause + +# pylint: disable=C0415,E0401,R0914 + +""" +Run benchmarks for Intelligent Indexing. +""" + +import argparse +import logging +import os +import pathlib +import time + +import joblib +from sklearn.feature_extraction.text import TfidfVectorizer +from sklearn.metrics import accuracy_score + +from utils.preprocessing import ( + clean_headline, + clean_link, + clean_short_description, + tokenize +) +from memory_profiler import profile + + +def main(flags): + """Setup model for inference and perform benchmarking + + Args: + flags: benchmarking flags + """ + fp = open(flags.out_path, "w+") + if flags.logfile == "": + logging.basicConfig(level=logging.DEBUG) + else: + logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) + logger = logging.getLogger() + + if flags.intel: + logging.debug("Loading intel libraries...") + + import modin.pandas as pd + from sklearnex.svm import SVC + import ray + ray.init() + + else: + logging.debug("Loading stock libraries...") + + import pandas as pd + from sklearn.svm import SVC + + @profile(precision=4,stream = fp) + def get_data(path_to_csv: str) -> pd.DataFrame: + """Read in and clean data + + Args: + path_to_csv (str): processed data + """ + data = pd.read_csv(path_to_csv)[ + ['category', 'headline', 'short_description', 'link'] + ] + data = data.dropna(subset=['headline', 'short_description', 'link']) + + data.link = data.link.apply(clean_link) + data.short_description = data.short_description \ + .apply(clean_short_description) + data.headline = data.headline.apply(clean_headline) + + data['text'] = data.link + " " + data.short_description \ + + " " + data.headline + data['tokens'] = data.text.apply(tokenize) + return data + + # Read and clean training and testing data + logger.info("Preprocessing Data...") + start = time.time() + + if not os.path.exists("../data/huffpost/train_all.csv"): + logger.error( + "Train data file ../data/huffpost/train_all.csv not found") + return + + if not os.path.exists("../data/huffpost/test.csv"): + logger.error("Test data file ../data/huffpost/test.csv not found") + return + + + + train = get_data("../data/huffpost/train_all.csv") + test = get_data("../data/huffpost/test.csv") + + preprocessing_time = time.time() + logger.info( + "=======> Preprocessing Time : %.3f secs", + preprocessing_time - start + ) + + if not flags.preprocessing_only: + + # Build TFIDF features and train the model + logger.debug("Training & Evaluating Model...") + + @profile(precision=4,stream = fp) + def train_data(train,test): + vectorizer = TfidfVectorizer( + min_df=50, + lowercase=False, + tokenizer=lambda x: x) + + svc = SVC() + svc.fit(vectorizer.fit_transform(train.tokens), train.category) + training_time = time.time() + y_pred = svc.predict(vectorizer.transform(test.tokens)) + return svc, training_time, y_pred + + + svc, training_time, y_pred = train_data(train,test) + + prediction_time = time.time() + + if flags.save_model_dir: + + path = pathlib.Path(flags.save_model_dir) + path.mkdir(parents=True, exist_ok=True) + + with open(path / "model.pkl", 'wb') as outfile: + joblib.dump(svc, outfile) + + logger.info( + "=======> Test Accuracy : %.2f", + accuracy_score(y_pred, test.category) + ) + logger.info( + "=======> Training Time : %.3f secs", + training_time - preprocessing_time + ) + logger.info( + "=======> Inference Time : %.3f secs", + prediction_time - training_time + ) + logger.info( + "=======> Total time : %.3f secs", + prediction_time - start + ) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + + parser.add_argument('-l', + '--logfile', + type=str, + default="", + help="log file to output benchmarking results to") + + parser.add_argument('-i', + '--intel', + default=False, + action="store_true", + help="use intel accelerated technologies where available" + ) + + parser.add_argument('-p', + '--preprocessing_only', + default=False, + action="store_true", + help='only perform preprocessing step') + + parser.add_argument('-s', + '--save_model_dir', + default=None, + type=str, + required=False, + help="directory to save model to" + ) + + parser.add_argument('-o', + '--out_path', + default=None, + type=str, + required=True, + help="file to save memory profiler output" + ) + + main(parser.parse_args()) \ No newline at end of file diff --git a/Memory_Profiler/run_benchmarks_mprof.py b/Memory_Profiler/run_benchmarks_mprof.py new file mode 100644 index 0000000..9c3a95d --- /dev/null +++ b/Memory_Profiler/run_benchmarks_mprof.py @@ -0,0 +1,183 @@ +# !/usr/bin/env python3 +# -*- coding: utf-8 -*- + +# Copyright (C) 2022 Intel Corporation +# SPDX-License-Identifier: BSD-3-Clause + +# pylint: disable=C0415,E0401,R0914 + +""" +Run benchmarks for Intelligent Indexing. +""" + +import argparse +import logging +import os +import pathlib +import time + +import joblib +from sklearn.feature_extraction.text import TfidfVectorizer +from sklearn.metrics import accuracy_score + +from utils.preprocessing import ( + clean_headline, + clean_link, + clean_short_description, + tokenize +) +from memory_profiler import profile + + +def main(flags): + """Setup model for inference and perform benchmarking + + Args: + flags: benchmarking flags + """ + if flags.logfile == "": + logging.basicConfig(level=logging.DEBUG) + else: + logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) + logger = logging.getLogger() + + if flags.intel: + logging.debug("Loading intel libraries...") + + import modin.pandas as pd + from sklearnex.svm import SVC + import ray + ray.init() + + else: + logging.debug("Loading stock libraries...") + + import pandas as pd + from sklearn.svm import SVC + + @profile + def get_data(path_to_csv: str) -> pd.DataFrame: + """Read in and clean data + + Args: + path_to_csv (str): processed data + """ + data = pd.read_csv(path_to_csv)[ + ['category', 'headline', 'short_description', 'link'] + ] + data = data.dropna(subset=['headline', 'short_description', 'link']) + + data.link = data.link.apply(clean_link) + data.short_description = data.short_description \ + .apply(clean_short_description) + data.headline = data.headline.apply(clean_headline) + + data['text'] = data.link + " " + data.short_description \ + + " " + data.headline + data['tokens'] = data.text.apply(tokenize) + return data + + # Read and clean training and testing data + logger.info("Preprocessing Data...") + start = time.time() + + if not os.path.exists("../data/huffpost/train_all.csv"): + logger.error( + "Train data file ../data/huffpost/train_all.csv not found") + return + + if not os.path.exists("../data/huffpost/test.csv"): + logger.error("Test data file ../data/huffpost/test.csv not found") + return + + + + train = get_data("../data/huffpost/train_all.csv") + test = get_data("../data/huffpost/test.csv") + + preprocessing_time = time.time() + logger.info( + "=======> Preprocessing Time : %.3f secs", + preprocessing_time - start + ) + + if not flags.preprocessing_only: + + # Build TFIDF features and train the model + logger.debug("Training & Evaluating Model...") + + @profile + def train_data(train,test): + vectorizer = TfidfVectorizer( + min_df=50, + lowercase=False, + tokenizer=lambda x: x) + + svc = SVC() + svc.fit(vectorizer.fit_transform(train.tokens), train.category) + training_time = time.time() + y_pred = svc.predict(vectorizer.transform(test.tokens)) + return svc, training_time, y_pred + + + svc, training_time, y_pred = train_data(train,test) + + prediction_time = time.time() + + if flags.save_model_dir: + + path = pathlib.Path(flags.save_model_dir) + path.mkdir(parents=True, exist_ok=True) + + with open(path / "model.pkl", 'wb') as outfile: + joblib.dump(svc, outfile) + + logger.info( + "=======> Test Accuracy : %.2f", + accuracy_score(y_pred, test.category) + ) + logger.info( + "=======> Training Time : %.3f secs", + training_time - preprocessing_time + ) + logger.info( + "=======> Inference Time : %.3f secs", + prediction_time - training_time + ) + logger.info( + "=======> Total time : %.3f secs", + prediction_time - start + ) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + + parser.add_argument('-l', + '--logfile', + type=str, + default="", + help="log file to output benchmarking results to") + + parser.add_argument('-i', + '--intel', + default=False, + action="store_true", + help="use intel accelerated technologies where available" + ) + + parser.add_argument('-p', + '--preprocessing_only', + default=False, + action="store_true", + help='only perform preprocessing step') + + parser.add_argument('-s', + '--save_model_dir', + default=None, + type=str, + required=False, + help="directory to save model to" + ) + + main(parser.parse_args()) \ No newline at end of file diff --git a/Memory_Profiler/slow_profile_dump.log b/Memory_Profiler/slow_profile_dump.log new file mode 100644 index 0000000..31d1fec --- /dev/null +++ b/Memory_Profiler/slow_profile_dump.log @@ -0,0 +1,31 @@ +Filename: /ws2/yfulwani/Profiling_Guide/Memory_Profiler/example3.py + +Line # Mem usage Increment Occurrences Line Contents +============================================================= + 4 75.8 MiB 75.8 MiB 1 def very_slow_random_generator(): + 5 75.8 MiB 0.0 MiB 1 time.sleep(5) + 6 75.8 MiB 0.0 MiB 1 arr1 = np.random.randint(1,100, size=(1000,1000)) + 7 75.8 MiB 0.0 MiB 1 avg = arr1.mean() + 8 75.8 MiB 0.0 MiB 1 return avg + + +Filename: /ws2/yfulwani/Profiling_Guide/Memory_Profiler/example3.py + +Line # Mem usage Increment Occurrences Line Contents +============================================================= + 11 68.2 MiB 68.2 MiB 1 def slow_random_generator(): + 12 68.2 MiB 0.0 MiB 1 time.sleep(2) + 13 75.8 MiB 7.5 MiB 1 arr1 = np.random.randint(1,100, size=(1000,1000)) + 14 75.8 MiB 0.0 MiB 1 avg = arr1.mean() + 15 75.8 MiB 0.0 MiB 1 return avg + + +Filename: /ws2/yfulwani/Profiling_Guide/Memory_Profiler/example3.py + +Line # Mem usage Increment Occurrences Line Contents +============================================================= + 17 68.2 MiB 68.2 MiB 1 def main_func(): + 18 75.8 MiB 75.8 MiB 1 avg1 = slow_random_generator() + 19 75.8 MiB 75.8 MiB 1 avg2 = very_slow_random_generator() + 20 + 21 75.8 MiB 0.0 MiB 1 print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) \ No newline at end of file diff --git a/P_Profile/P_profile_results/ipex_results/prun_ipex.prof b/Python_Profiler/Profile_results/oneapi_optimized_results/prun_intel.prof similarity index 100% rename from P_Profile/P_profile_results/ipex_results/prun_ipex.prof rename to Python_Profiler/Profile_results/oneapi_optimized_results/prun_intel.prof diff --git a/P_Profile/P_profile_results/stock_results/prun_stock.prof b/Python_Profiler/Profile_results/stock_results/prun_stock.prof similarity index 100% rename from P_Profile/P_profile_results/stock_results/prun_stock.prof rename to Python_Profiler/Profile_results/stock_results/prun_stock.prof diff --git a/Python_Profiler/Python_Profile.ipynb b/Python_Profiler/Python_Profile.ipynb new file mode 100644 index 0000000..50784a3 --- /dev/null +++ b/Python_Profiler/Python_Profile.ipynb @@ -0,0 +1,1221 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6e59e8de-5a46-42b1-9007-88aa2f8377ab", + "metadata": { + "tags": [] + }, + "source": [ + "## Profile (Function Profiler)" + ] + }, + { + "cell_type": "markdown", + "id": "e2ecb0fb-fb7d-4fbc-909b-63ad72498336", + "metadata": {}, + "source": [ + "**Profile** profiler times the execution of different function. No code modification is required to use this profiler. It provides a call stack graph and execution time of functions that help identify hotspots. It does not profile GPU workloads. Unlike **cProfile**, it can profile individual threads but overhead is more as compared to cProfile. It does not provide memory consumption information.\n", + "If you want to know more about this profiler visit **[python official documentation](https://docs.python.org/3/library/profile.html)** " + ] + }, + { + "cell_type": "markdown", + "id": "2aacb5bf-6f1e-45e7-ab1a-b1a475b7f6c4", + "metadata": {}, + "source": [ + "### To Install Profile\n", + "No specific installation is required because it comes **in-built** with **Python.**
\n", + "To visualize results after profiling, we need **Snakeviz.**
\n", + "**To install Snakeviz**
\n", + "**Using pip**
\n", + "`pip install snakeviz`
\n", + "To know more about **Snakeviz** visit **[official documentation](https://jiffyclub.github.io/snakeviz/)**
" + ] + }, + { + "cell_type": "markdown", + "id": "6cb2da99-13c3-4cf2-a779-51806b3581a3", + "metadata": {}, + "source": [ + "### Ways to Profile Python Code using profile\n", + "- **1. using %prun magic command:** It is used to profile single line of code.\n", + "- **2. Using %run magic command:** It is used to profile whole python script." + ] + }, + { + "cell_type": "markdown", + "id": "ef0c16e5-2e5d-4ce8-9463-b925b0962c4d", + "metadata": { + "tags": [] + }, + "source": [ + "### 1. Use **%prun** magic command" + ] + }, + { + "cell_type": "markdown", + "id": "92ca6f1e-ea99-4472-852c-0d63c28186c6", + "metadata": {}, + "source": [ + "%prun: Use this magic command to profile single line of code. For Example" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d68e2055-319d-413c-ad7f-6cd2a96d2593", + "metadata": {}, + "outputs": [], + "source": [ + "def sum_of_lists(N):\n", + " total = 0\n", + " for i in range(5):\n", + " L = [j ^ (j >> i) for j in range(N)]\n", + " total += sum(L)\n", + " return total" + ] + }, + { + "cell_type": "markdown", + "id": "56d4a981-452d-4f00-adbe-29992e9666c1", + "metadata": {}, + "source": [ + "To profile above function using **%prun**, execute the below command" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2ad5b8f3-1df0-40ed-a5b9-1dc825d5b73c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " " + ] + }, + { + "data": { + "text/plain": [ + " 14 function calls in 0.817 seconds\n", + "\n", + " Ordered by: internal time\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 5 0.713 0.143 0.713 0.143 3519952779.py:4()\n", + " 1 0.049 0.049 0.802 0.802 3519952779.py:1(sum_of_lists)\n", + " 5 0.040 0.008 0.040 0.008 {built-in method builtins.sum}\n", + " 1 0.015 0.015 0.817 0.817 :1()\n", + " 1 0.000 0.000 0.817 0.817 {built-in method builtins.exec}\n", + " 1 0.000 0.000 0.000 0.000 {method 'disable' of '_lsprof.Profiler' objects}" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%prun sum_of_lists(1000000)" + ] + }, + { + "cell_type": "markdown", + "id": "dbc75c6c-c9b7-4151-b0c4-b09cee8b9b86", + "metadata": {}, + "source": [ + "The result has 6 columns in the table, explained below:\n", + "\n", + "- **ncalls:** It represents a number of times that function was called. It can have two numbers separated by a slash in case of recursive calls. The first number, in that case, represents total calls including recursive calls and the second number represents primitive calls excluding recursive calls.
\n", + "- **tottime:** It represents total time spent in that function excluding time spent in sub-functions of that function.
\n", + "- **percall:** It represents tottime divided by ncalls.
\n", + "- **cumtime:** It represents total time spent in that function including time-spent in sub-functions of that function.
\n", + "- **percall:** It represents cumtime divided by ncalls.
\n", + "- **filename:lineno(function):** It represents filename, line number in file and function name.
\n", + "**If you want to know more about %prun magic command visit the [ipython documentation](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-prun)**
" + ] + }, + { + "cell_type": "markdown", + "id": "8451c411-083e-4ec6-b3e3-28a3026fb0f6", + "metadata": { + "tags": [] + }, + "source": [ + "### 2. Use **%run** magic command" + ] + }, + { + "cell_type": "markdown", + "id": "a4fdb261-55a8-442a-a921-f9b5108a0f4b", + "metadata": {}, + "source": [ + "**%run**: Use this magic command to profile the python script.\n", + "The different flags used below are
\n", + "- **-p**: run program under the control of the Python profiler module (which prints a detailed report of execution times, function calls, etc)
\n", + "- **-r**: return the pstats.Stats object generated by the profiling. This object has all the information about the profile in it, and you can later use it for further analysis or in other functions.
\n", + "- **-s**: sort profile by given key. You can provide more than one key by using the option several times: ‘-s key1 -s key2 -s key3…’. The default sorting key is ‘cummulative time’.
\n", + "- **-D**: save (via dump_stats) profile statistics to given filename. This data is in a format understood by the pstats module.
\n", + "**If you want to know more about %run magic command visit the [ipython documentation](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-run)**" + ] + }, + { + "cell_type": "markdown", + "id": "e8a1559a-e249-4212-9946-f0cc12978667", + "metadata": {}, + "source": [ + "Create a python file **example.py** and uncomment the code. We have already created one for your reference, so you are free to skip this step.
" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "ac4123fb-3408-4875-862e-642df85adbba", + "metadata": {}, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", + "\n", + "# def very_slow_random_generator(): #Function to generate random number\n", + "# time.sleep(5) #Add 5 sec sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "\n", + "# def slow_random_generator(): #Function to generate random number\n", + "# time.sleep(2) #Add 2 sec sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# def main_func():\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", + "\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "\n", + "# if __name__ == '__main__':\n", + "# main_func()" + ] + }, + { + "cell_type": "markdown", + "id": "4d729b97-10a0-4044-a79a-60cece9a61b1", + "metadata": {}, + "source": [ + "To profile **example.py** using **Profile** profiler execute the below line." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "69acabf2-3792-410d-beab-121042098961", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Averages: 50.001, 50.028\n", + " \n", + "*** Profile stats marshalled to file 'example.prof'. \n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": [ + " 54356 function calls (52236 primitive calls) in 7.148 seconds\n", + "\n", + " Ordered by: cumulative time\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 414/1 0.001 0.000 7.148 7.148 {built-in method builtins.exec}\n", + " 1 0.000 0.000 7.148 7.148 :1()\n", + " 1 0.000 0.000 7.148 7.148 interactiveshell.py:2786(safe_execfile)\n", + " 1 0.000 0.000 7.148 7.148 py3compat.py:164(execfile)\n", + " 1 0.000 0.000 7.148 7.148 example.py:1()\n", + " 1 0.000 0.000 7.052 7.052 example.py:17(main_func)\n", + " 2 7.007 3.504 7.007 3.504 {built-in method time.sleep}\n", + " 1 0.000 0.000 5.027 5.027 example.py:4(very_slow_random_generator)\n", + " 1 0.000 0.000 2.024 2.024 example.py:11(slow_random_generator)\n", + " 117/1 0.001 0.000 0.096 0.096 :978(_find_and_load)\n", + " 117/1 0.000 0.000 0.096 0.096 :948(_find_and_load_unlocked)\n", + " 110/1 0.000 0.000 0.096 0.096 :663(_load_unlocked)\n", + " 90/1 0.000 0.000 0.096 0.096 :722(exec_module)\n", + " 177/1 0.000 0.000 0.095 0.095 :211(_call_with_frames_removed)\n", + " 1 0.000 0.000 0.095 0.095 __init__.py:108()\n", + " 681/28 0.001 0.000 0.079 0.003 :1009(_handle_fromlist)\n", + " 327/8 0.000 0.000 0.079 0.010 {built-in method builtins.__import__}\n", + " 2 0.041 0.020 0.041 0.020 {method 'randint' of 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contextlib.py:58(_recreate_cm)\n", + " 1 0.000 0.000 0.000 0.000 codecs.py:260(__init__)" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%run -p -r -s cumulative -D example.prof example.py" + ] + }, + { + "cell_type": "markdown", + "id": "de63ed08-d3f3-4010-9396-b63b002e7180", + "metadata": {}, + "source": [ + "As it can be seen above, the results include the **execution time of different functions.**
\n", + "The result has 6 columns in the table, explained below:\n", + "\n", + "- **ncalls:** It represents a number of times that function was called. It can have two numbers separated by a slash in case of recursive calls. The first number, in that case, represents total calls including recursive calls and the second number represents primitive calls excluding recursive calls.
\n", + "- **tottime:** It represents total time spent in that function excluding time spent in sub-functions of that function.
\n", + "- **percall:** It represents tottime divided by ncalls.
\n", + "- **cumtime:** It represents total time spent in that function including time-spent in sub-functions of that function.
\n", + "- **percall:** It represents cumtime divided by ncalls.
\n", + "- **filename:lineno(function):** It represents filename, line number in file and function name.
" + ] + }, + { + "cell_type": "markdown", + "id": "0c9a4c0e-a7c1-4c70-ae35-e846c4942ac0", + "metadata": { + "tags": [] + }, + "source": [ + "### Example to use **Profile** for **intelligent_indexing** ref kit " + ] + }, + { + "cell_type": "markdown", + "id": "4518b419-b5c4-49b1-aee0-0c8738272d24", + "metadata": { + "tags": [] + }, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "41ad5feb-5e8d-4b2c-b2f4-157523697071", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "5c98f423-b92c-4e51-bb7d-0113a897d5bd", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "\n", + "**We will be using Profile to profile this workload below.**" + ] + }, + { + "cell_type": "markdown", + "id": "57dfbf0d-8481-45c0-b4d2-ad5ebf395a5b", + "metadata": {}, + "source": [ + "#### Profile Intelligent Indexing Ref Kit with Stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "160d1f89-03c6-4cdc-b2d9-16fa4c3b7155", + "metadata": {}, + "source": [ + "To ignore warnings run the below cell and if the result directories are not present uncomment the below code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8c3cdeac-b736-4121-8ddf-b185e787459a", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "# mkdir -p Profile_results # create `Profile_results` dir in the parent dir if not present\n", + "# mkdir -p Profile_results/stock_results # create `stock_results` dir in the Profile_results if not present\n", + "# mkdir -p Profile_results/oneapi_optimized_results # create `oneapi_optimized_results` dir in the Profile_results if not present" + ] + }, + { + "cell_type": "markdown", + "id": "d6fb4f93-597a-4ee2-a14b-aac9cc03abc0", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in jupyter notebook
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "23e355a0-fe56-4dee-bf68-b253106a9f9c", + "metadata": {}, + "outputs": [], + "source": [ + "%cd ../../intelligent-indexing/src/\n", + "%pwd" + ] + }, + { + "cell_type": "markdown", + "id": "f0cebf62-6fb5-49fe-b0a7-62f53e75d388", + "metadata": {}, + "source": [ + "**Ensure that doc_class_stock environment is activated in jupyter notebook kernel**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bdbeb718-a3dc-448d-9fa2-29051996c87f", + "metadata": {}, + "outputs": [], + "source": [ + "%run -p -r -s cumulative -D ../../Profiling_Guide/Profile_Profiler/Profile_results/stock_results/prun_stock.prof run_benchmarks.py -l ../logs/stock_stock.log" + ] + }, + { + "cell_type": "markdown", + "id": "a8f1e87f-1ad2-4f7d-93b9-26d0163add94", + "metadata": {}, + "source": [ + "**To visualize the results use Snakeviz**
\n", + "- **-h**: show this help message and exit
\n", + "- **-v**: show program's version number and exit
\n", + "- **-H**: hostname to bind to (default: 127.0.0.1)
\n", + "- **-p**: port to bind to; port will be selected automatically (default: 8080)
\n", + "- **-b**: name of webbrowser to launch as described in the [documentation](https://docs.python.org/3/library/webbrowser.html)
\n", + "- **-s**: start SnakeViz in server-only mode--no attempt will be made to open a browser
\n", + "\n", + "**To know more about Snakeviz visit this [documentation](https://jiffyclub.github.io/snakeviz/)**
\n", + "**Use the below command in the terminal to visualize the saved results.**
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." + ] + }, + { + "cell_type": "markdown", + "id": "cddb58ed-45f9-454e-a50a-93b237098c7f", + "metadata": {}, + "source": [ + "`snakeviz 'Profile_results/stock_results/prun_stock.prof'`" + ] + }, + { + "attachments": { + "382109ad-9a1b-4b6b-b398-07893390fc03.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "79332c86-eb41-42b9-abe9-b3bd8253f25e", + "metadata": {}, + "source": [ + "**Interpreting Results**
\n", + "SnakeViz has two visualization styles, **icicle** (the default) and **sunburst**. In both the fraction of time spent in a function is represented by the extent of a visualization element, either the width of a rectangle or the angular extent of an arc. You can switch between the two styles using the “Style” dropdown. (See more below under Controls.)\n", + "\n", + "Functions don’t only spend time calling other functions, they also have their own internal time. SnakeViz shows this by putting a special child on each node that represents internal time. Only functions that call other functions will have this, functions with no calls are entirely internal time.\n", + "\n", + "- **Icicle**
\n", + "In the icicle visualization style functions are represented by rectangles. A root function is the top-most rectangle, with its child functions it calls below it, then the functions those call below them, and so on. The amount of time spent inside a function is represented by the width of the rectangle. A rectangle that stretches across most of the visualization represents a function that is taking up most of the time of its calling function, while a skinny rectangle represents a function that is using hardly any time at all.\n", + "![Snakeviz_1.png](attachment:76846840-857e-4372-8cb1-2f10b42a134d.png)
\n", + "\n", + "- **Sunburst**
\n", + "In the sunburst visualization style functions are represented as arcs. A root function is a circle at the middle, with functions it calls around, then the functions those functions call, and so on. The amount of time spent inside a function is represented by the angular extent of the arc (how far around the circle it goes). An arc that wraps most of the way around the circle represents a function that is taking up most of the time of its calling function, while a skinny arc represents a function that is using hardly any time at all.\n", + "![Snakeviz_2.png](attachment:382109ad-9a1b-4b6b-b398-07893390fc03.png)
\n", + "\n", + "The displayed information includes:\n", + "\n", + "- **Name**: function name\n", + "- **Cumulative Time**: total cumulative amount of time spent in the function in seconds and as a percentage of the total program run time\n", + "- **File**: name of the file in which the function is defined\n", + "- **Line**: line number on which the function is defined\n", + "- **Directory**: directory of the file\n", + "\n", + "To know more about Snakeviz visit the [snakeviz documentation](https://jiffyclub.github.io/snakeviz/)
" + ] + }, + { + "cell_type": "markdown", + "id": "7d966cc6-902e-4fe1-be67-ecf1418034b0", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "57b0a629-489b-4ebe-a7df-f7bac9db512a", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit for oneapi optimized packages
\n", + "1. Navigate to directory **intelligent-indexing/src/** in jupyter notebook
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "607400c7-2db8-41ec-96e5-ab47937706a4", + "metadata": {}, + "outputs": [], + "source": [ + "%cd ../../intelligent-indexing/src/\n", + "%pwd" + ] + }, + { + "cell_type": "markdown", + "id": "65946f94-facb-4dbd-8544-96ae214a5442", + "metadata": {}, + "source": [ + "**Ensure that doc_class_intel environment is activated in jupyter notebook kernel**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bb5c54c8-ff64-4aa6-b8cb-4d0998cfce3e", + "metadata": {}, + "outputs": [], + "source": [ + "%%run -p -r -s cumulative -D ../../Profiling_Guide/Profile_Profiler/Profile_results/oneapi_optimized_results/prun_intel.prof run_benchmarks.py -i -l ../logs/intel_intel.log " + ] + }, + { + "cell_type": "markdown", + "id": "f5201a5e-46a1-4e83-95c1-3333012f872a", + "metadata": {}, + "source": [ + "**To visualize the results use Snakeviz**
\n", + "**Use the below command on the terminal to visualize the saved results.**
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." + ] + }, + { + "cell_type": "markdown", + "id": "0dd18d51-f523-4792-a8d5-89266c56d381", + "metadata": {}, + "source": [ + "`snakeviz 'Profile_results/oneapi_optimized_results/prun_intel.prof'`" + ] + }, + { + "cell_type": "markdown", + "id": "827763d1-02f9-4906-be1c-0bdb0d0b0ea4", + "metadata": {}, + "source": [ + "**Interpreting Results**
\n", + "You can use [snakeviz](https://jiffyclub.github.io/snakeviz/) to interpret the results as shown above." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Python_Profiler/example.prof b/Python_Profiler/example.prof new file mode 100644 index 0000000..2e73799 Binary files /dev/null and b/Python_Profiler/example.prof differ diff --git a/Python_Profiler/example.py b/Python_Profiler/example.py new file mode 100644 index 0000000..0d93b20 --- /dev/null +++ b/Python_Profiler/example.py @@ -0,0 +1,24 @@ +import time +import numpy as np + +def very_slow_random_generator(): + time.sleep(5) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + + +def slow_random_generator(): + time.sleep(2) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +def main_func(): + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() \ No newline at end of file diff --git a/README.md b/README.md index c02fe93..85ad1d4 100644 --- a/README.md +++ b/README.md @@ -1,4 +1,4 @@ -# Profiling_Guide +# Performance Profiling Guide for Python Profilers help to identify performance problems. These are tools designed to give the metrics to find the slowest parts of the code so that we can optimize what really matters. Profilers can gather a wide variety of metrics: wall time, CPU time, network or memory consumption, I/O operations, etc.
Profilers can answer questions like, @@ -7,32 +7,36 @@ Profilers can answer questions like, - How much memory does the method consume?
-There are different types of profilers +There are different types of profilers: - **Deterministic Profiling:** Deterministic profilers execute trace functions at various points of interest (function call, function return) and record precise timings of these events. It means the code runs slower under profiling. Its use in production systems is often impractical. - **Statistical profiling:**  Instead of tracking every event (call to every function), statistical profilers interrupt applications periodically and collect samples of the execution state (call stack snapshots). The call stacks are then analyzed to determine the execution time of different parts of the application. This method is less accurate, but it also reduces the overhead. -
+All the profilers we are going to discuss here are **Deterministic Profilers** because they capture precise timings of events. Please note that the **Memory Profiler** package also has the **mprof** module that does **statistical profiling**. It is discussed briefly in Memory Profiler notebook. + +This GitHub aims to show different profilers for Python and explain in detail the procedure to profile different workloads with different profilers. Below is the list of all the profilers we will be discussing. Each profiler has a separate folder with a Jupyter Notebook to guide you. + +| Performance Profiler | Lines or Function | Description of Profiler | +| ----------- | ----------- | ----------- | +| **[Memory Profiler](https://github.com/pythonprofilers/memory_profiler)** | lines |
  • It provides memory consumption of each individual line inside the function.
  • Minimal code modification is required.
  • It is generally used after identifying **hotspot functions** from a function profiler.
  • It does not profile GPU workloads.
  • It cannot profile individual threads.
  • It does not provide execution time information.
| +| **[Line Profiler](https://github.com/pyutils/line_profiler)** | lines |
  • It times the execution of each individual line inside the function.
  • No code modification is required.
  • It is generally used after identifying **hotspot functions** from a function profiler.
  • It does not profile GPU workloads.
  • It cannot profile individual threads.
  • It does not provide memory consumption information.
| +| **[cProfile](https://docs.python.org/3/library/profile.html)** | function |
  • It times the execution of different functions.
  • No code modification is required.
  • It provides a call stack graph and execution time of functions that help identify hotspots.
  • It does not profile GPU workloads.
  • It cannot profile individual threads.
  • It does not provide memory consumption information.
| +| **[Profile](https://docs.python.org/3/library/profile.html)** | function |
  • It times the execution of different functions.
  • No code modification is required.
  • It provides a call stack graph and execution time of functions that help identify hotspots.
  • It does not profile GPU workloads.
  • Unlike cProfile, it can profile individual threads but has more overhead compared to cProfile.
  • It does not provide memory consumption information
| +| **[FunctionTrace](https://functiontrace.com/)** | function |
  • It times the execution of different functions but only supports Python>3.5.
  • No code modification is required.
  • It provides stack charts, flame graphs, and call trees that help identify hotspots.
  • It does not profile GPU workloads.
  • It can profile individual threads.
  • It does not provide memory consumption information.
  • Profiling results can be shared very easily through browser.
| +| **[Scalene](https://github.com/plasma-umass/scalene)** | function and line |
  • It times the execution of different functions and lines but only supports Python>3.7.
  • No code modification is required.
  • It does not provide call stack information.
  • It can profile GPU workloads.
  • It can profile individual threads.
  • It provides memory consumption information.
  • Profiling results can be shared very easily through browser.
  • It has integration to GPT3, when activated it can suggest changes to optimize code
| +| **[VTune](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler.html)** | function and line |
  • It times the execution of different functions and lines and supports other languages like C, Java, etc.
  • Minimal code modification is required. It also provides a GUI that is easy to use.
  • It provides call stack information, flame graph, and hardware utilization.
  • It can profile GPU workloads.
  • It can profile individual threads.
  • It provides memory consumption information.
  • Profiling results can be shared very easily through web browser interface.
  • It also gives low-level C, C++ functions that can be potential hotspots.
  • The profiling overhead is high as compared to other profilers.
| + + -We will begin profiling with a Starter Kit: +We will also use the following Intel AI Reference Kit in our profiling examples: - **Scikit-Learn Intelligent Indexing for Incoming Correspondence – [Ref Kit](https://github.com/oneapi-src/intelligent-indexing)** ![image](https://user-images.githubusercontent.com/113541458/226619059-f5ea3ec5-a297-43d4-a6d4-c173265379e2.png) -**Follow the steps mentioned in the [github readme](https://github.com/oneapi-src/intelligent-indexing) to setup the environment.**
+**Follow the steps mentioned in the [intelligent-Indexing Ref Kit GitHub ReadMe](https://github.com/oneapi-src/intelligent-indexing) to setup the environments accordingly.**
The process involves -- Setting up a virtual environment for stock/Intel®-accelerated ML -- Preprocessing data using Pandas/Intel® oneAPI Modin and NLTK -- Training an NLP model for text classification using scikit-learn/Intel® oneAPI scikit-learn extension -- Predicting from the trained model on new data using scikit-learn/Intel® oneAPI scikit-learn extension. - -Here we'll discuss profiling Tools Available for Python -- **[Vtune (both line and function profiler)](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler.html)** -- **[Cprofile (function profiler)](https://docs.python.org/3/library/profile.html)** -- **[Profile (function profiler)](https://docs.python.org/3/library/profile.html)** -- **[line_profiler (line profiler)](https://github.com/pyutils/line_profiler)** -- **[memory_profiler (line)](https://github.com/pythonprofilers/memory_profiler)** -- **[Scalene (both line and function profiler)](https://github.com/plasma-umass/scalene)** -- **[Function-Trace (function profiler)](https://functiontrace.com/)** +- Setting up a virtual environment for both stock and Intel®-accelerated machine learning packages +- Preprocessing data using Pandas*/Intel® Distribution of Modin and NLTK +- Training an NLP model for text classification using Scikit-Learn*/Intel® Extension for Scikit-Learn* diff --git a/Scalene_Profiler/Scalene_Profiler.ipynb b/Scalene_Profiler/Scalene_Profiler.ipynb new file mode 100644 index 0000000..202877d --- /dev/null +++ b/Scalene_Profiler/Scalene_Profiler.ipynb @@ -0,0 +1,648 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "1218fc0c-74fd-45fb-8526-9862dbc316dd", + "metadata": {}, + "source": [ + "# Scalene Profiler" + ] + }, + { + "cell_type": "markdown", + "id": "255a77d8-c4a7-4d01-8648-a95c23d1940c", + "metadata": {}, + "source": [ + "**Scalene** is a high-performance CPU, GPU and memory profiler for Python that does a number of things that other Python profilers cannot do. It runs orders of magnitude faster than many other profilers while delivering detailed information. It is also the first profiler ever to incorporate **AI-powered proposed optimizations**. To enable these, you need to enter an **OpenAI key**.
\n", + "Once a valid key is entered, click on the lightning bolt (⚡) beside any line or the explosion (💥) for an entire region of code to generate a proposed optimization. Click on a proposed optimization to copy it to the clipboard.
\n", + "Scalene can profile GPU workloads. It can profile individual threads. It provides memory consumption information. It does not provide call stack information.
\n", + "To know more about Scalene visit its **[GitHub respository.](https://github.com/plasma-umass/scalene)**" + ] + }, + { + "cell_type": "markdown", + "id": "96886072-0b37-4fa4-9f4a-74dc2a5a5a3b", + "metadata": { + "tags": [] + }, + "source": [ + "## To Install Scalene" + ] + }, + { + "cell_type": "markdown", + "id": "72929fd5-de4d-4ed4-8b99-57cf5ac51659", + "metadata": {}, + "source": [ + "**Note:** Please use scalene **version 1.3.12** for profiling **[Intelligent-Indexing](https://github.com/oneapi-src/intelligent-indexing)** toolkit explained below.
\n", + "**Using pip**\n", + "\n", + "`pip install scalene==1.3.12`\n", + "\n", + "**For general installation** \n", + "**Using pip**\n", + "\n", + "`python3 -m pip install -U scalene`\n", + "\n", + "**Using Conda**\n", + "\n", + "`conda install -c conda-forge scalene`" + ] + }, + { + "cell_type": "markdown", + "id": "f729ed30-bfbc-4937-bdd0-68a8e3e6a7ad", + "metadata": { + "tags": [] + }, + "source": [ + "## Ways to Profile Python Code Using Scalene" + ] + }, + { + "cell_type": "markdown", + "id": "63180667-7d70-4379-8802-6f413d2d5686", + "metadata": {}, + "source": [ + "- **1. Using scalene in CLI:** No code modification is required in this case.\n", + "- **2. Using Scalene to profile only specific functions via @profile decorator:** Code modification is required in this case.\n", + "\n", + "**Web-based GUI**
\n", + "Scalene has both a CLI and a web-based GUI **[demo here.](http://plasma-umass.org/scalene-gui/)**
\n", + "\n", + "By default, once Scalene has profiled your program, it will open a tab in a web browser with an interactive user interface (all processing is done locally). Hover over bars to see breakdowns of CPU and memory consumption, and click on underlined column headers to sort the columns. The generated file profile.html is self-contained and can be saved for later use." + ] + }, + { + "cell_type": "markdown", + "id": "b8de3d7e-8472-4861-ab32-1036118eb938", + "metadata": { + "jp-MarkdownHeadingCollapsed": true, + "tags": [] + }, + "source": [ + "### 1: Using Scalene in CLI" + ] + }, + { + "cell_type": "markdown", + "id": "5c922779-7423-47cc-80bf-d5d27263150f", + "metadata": {}, + "source": [ + "Create a python file **example1.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "00ee04fb-74b5-4049-a285-7d75800f44f6", + "metadata": {}, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", + "\n", + "# def very_slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(5) ## Added 5 secs sleep to simulate slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "\n", + "# def slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(2) ## Added 2 secs sleep to simulate slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# def main_func():\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", + "\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "\n", + "# if __name__ == '__main__':\n", + "# main_func()" + ] + }, + { + "cell_type": "markdown", + "id": "422b4d92-7034-499f-866b-84ac14cb7446", + "metadata": {}, + "source": [ + "To know more about how to use Scalene use **--help**" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e85a9077-e37e-46f7-873d-1d8c7b5fabe7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "usage: scalene \u001b[1m[\u001b[0m-h\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--version\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--column-width COLUMN_WIDTH\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--outfile OUTFILE\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--html\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--json\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--cli\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--stacks\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--web\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--viewer\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--reduced-profile\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--profile-interval PROFILE_INTERVAL\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--cpu\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--cpu-only\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--gpu\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--memory\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--profile-all\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--profile-only PROFILE_ONLY\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--profile-exclude PROFILE_EXCLUDE\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--use-virtual-time\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--cpu-percent-threshold CPU_PERCENT_THRESHOLD\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--cpu-sampling-rate CPU_SAMPLING_RATE\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--allocation-sampling-window ALLOCATION_SAMPLING_WINDOW\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--malloc-threshold MALLOC_THRESHOLD\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--program-path PROGRAM_PATH\u001b[1m]\u001b[0m \u001b[1m[\u001b[0m--memory-leak-detector\u001b[1m]\u001b[0m\n", + " \u001b[1m[\u001b[0m--on | --off\u001b[1m]\u001b[0m\n", + "\n", + "\u001b[1mScalene\u001b[0m: a high-precision CPU and memory profiler, version \u001b[1;92m1.5.21.2\u001b[0m \u001b[1m(\u001b[0m\u001b[1;36m2023.04\u001b[0m.\u001b[1;36m20\u001b[0m\u001b[1m)\u001b[0m\n", + "\u001b]8;id=199721;https://github.com/plasma-umass/scalene\u001b\\\u001b[4;94mhttps://github.com/plasma-umass/scalene\u001b[0m\u001b]8;;\u001b\\\n", + "\n", + "command-line:\n", + " % \u001b[1mscalene \u001b[0m\u001b[1m[\u001b[0m\u001b[1moptions\u001b[0m\u001b[1m]\u001b[0m\u001b[1m your_program.py \u001b[0m\u001b[1m[\u001b[0m\u001b[1m--- --your_program_args\u001b[0m\u001b[1m]\u001b[0m\u001b[1m \u001b[0m\n", + "or\n", + " % \u001b[1mpython3 -m scalene \u001b[0m\u001b[1m[\u001b[0m\u001b[1moptions\u001b[0m\u001b[1m]\u001b[0m\u001b[1m your_program.py \u001b[0m\u001b[1m[\u001b[0m\u001b[1m--- --your_program_args\u001b[0m\u001b[1m]\u001b[0m\u001b[1m \u001b[0m\n", + "\n", + "in Jupyter, line mode:\n", + "\u001b[1m %scrun \u001b[0m\u001b[1m[\u001b[0m\u001b[1moptions\u001b[0m\u001b[1m]\u001b[0m\u001b[1m statement\u001b[0m\n", + "\n", + "in Jupyter, cell mode:\n", + "\u001b[1m %%scalene \u001b[0m\u001b[1m[\u001b[0m\u001b[1moptions\u001b[0m\u001b[1m]\u001b[0m\n", + "\u001b[1m your code here\u001b[0m\n", + "\n", + "\n", + "optional arguments:\n", + " -h, --help show this help message and exit\n", + " --version prints the version number for this release of Scalene \n", + "and exits\n", + " --column-width COLUMN_WIDTH\n", + " Column width for profile output \u001b[1m(\u001b[0mdefault: \u001b[1;34m132\u001b[0m\u001b[1m)\u001b[0m\n", + " --outfile OUTFILE file to hold profiler output \u001b[1m(\u001b[0mdefault: \u001b[34mstdout\u001b[0m\u001b[1m)\u001b[0m\n", + " --html output as HTML \u001b[1m(\u001b[0mdefault: \u001b[34mweb\u001b[0m\u001b[1m)\u001b[0m\n", + " --json output as JSON \u001b[1m(\u001b[0mdefault: \u001b[34mweb\u001b[0m\u001b[1m)\u001b[0m\n", + " --cli forces use of the command-line\n", + " --stacks collect stack traces\n", + " --web opens a web tab to view the profile \u001b[1m(\u001b[0msaved as \n", + "\u001b[32m'profile.html'\u001b[0m\u001b[1m)\u001b[0m\n", + " --viewer only opens the web UI \n", + "\u001b[1m(\u001b[0m\u001b[4;94mhttps://plasma-umass.org/scalene-gui/\u001b[0m\u001b[4;94m)\u001b[0m\n", + " --reduced-profile generate a reduced profile, with non-zero lines only \n", + "\u001b[1m(\u001b[0mdefault: \u001b[3;34mFalse\u001b[0m\u001b[1m)\u001b[0m\n", + " --profile-interval PROFILE_INTERVAL\n", + " output profiles every so many seconds \u001b[1m(\u001b[0mdefault: \u001b[34minf\u001b[0m\u001b[1m)\u001b[0m\n", + " --cpu profile CPU time \u001b[1m(\u001b[0mdefault: \u001b[34m \u001b[0m\u001b[3;34mTrue\u001b[0m\u001b[34m \u001b[0m\u001b[1m)\u001b[0m\n", + " --cpu-only profile CPU time \u001b[1m(\u001b[0m\u001b[31mdeprecated: use --cpu \u001b[0m\u001b[1m)\u001b[0m\n", + " --gpu profile GPU time and memory \u001b[1m(\u001b[0mdefault: \u001b[3;34mTrue\u001b[0m\u001b[34m \u001b[0m\u001b[1m)\u001b[0m\n", + " --memory profile memory \u001b[1m(\u001b[0mdefault: \u001b[3;34mTrue\u001b[0m\u001b[34m \u001b[0m\u001b[1m)\u001b[0m\n", + " --profile-all profile all executed code, not just the target program \n", + "\u001b[1m(\u001b[0mdefault: \u001b[34monly the target program\u001b[0m\u001b[1m)\u001b[0m\n", + " --profile-only PROFILE_ONLY\n", + " profile only code in filenames that contain the given \n", + "strings, separated by commas \u001b[1m(\u001b[0mdefault: \u001b[34mno restrictions\u001b[0m\u001b[1m)\u001b[0m\n", + " --profile-exclude PROFILE_EXCLUDE\n", + " do not profile code in filenames that contain the given \n", + "strings, separated by commas \u001b[1m(\u001b[0mdefault: \u001b[34mno restrictions\u001b[0m\u001b[1m)\u001b[0m\n", + " --use-virtual-time measure only CPU time, not time spent in I/O or blocking\n", + "\u001b[1m(\u001b[0mdefault: \u001b[3;34mFalse\u001b[0m\u001b[1m)\u001b[0m\n", + " --cpu-percent-threshold CPU_PERCENT_THRESHOLD\n", + " only report profiles with at least this percent of CPU \n", + "time \u001b[1m(\u001b[0mdefault: \u001b[1;34m1\u001b[0m\u001b[34m%\u001b[0m\u001b[1m)\u001b[0m\n", + " --cpu-sampling-rate CPU_SAMPLING_RATE\n", + " CPU sampling rate \u001b[1m(\u001b[0mdefault: every \u001b[1;34m0.\u001b[0m\u001b[34m01s\u001b[0m\u001b[1m)\u001b[0m\n", + " --allocation-sampling-window ALLOCATION_SAMPLING_WINDOW\n", + " Allocation sampling window size, in bytes \u001b[1m(\u001b[0mdefault: \n", + "\u001b[1;34m10485767\u001b[0m\u001b[34m bytes\u001b[0m\u001b[1m)\u001b[0m\n", + " --malloc-threshold MALLOC_THRESHOLD\n", + " only report profiles with at least this many allocations\n", + "\u001b[1m(\u001b[0mdefault: \u001b[1;34m100\u001b[0m\u001b[1m)\u001b[0m\n", + " --program-path PROGRAM_PATH\n", + " The directory containing the code to profile \u001b[1m(\u001b[0mdefault: \n", + "\u001b[34mthe path to the profiled program\u001b[0m\u001b[1m)\u001b[0m\n", + " --memory-leak-detector\n", + " EXPERIMENTAL: report likely memory leaks \u001b[1m(\u001b[0mdefault: \u001b[3;34mTrue\u001b[0m\u001b[1m)\u001b[0m\n", + " --on start with profiling on \u001b[1m(\u001b[0mdefault\u001b[1m)\u001b[0m\n", + " --off start with profiling off\n", + "\n", + "When running Scalene in the background, you can suspend/resume profiling\n", + "for the process ID that Scalene reports. For example:\n", + "\n", + " % python3 -m scalene yourprogram.py &\n", + " Scalene now profiling process \u001b[1;36m12345\u001b[0m\n", + " to suspend profiling: python3 -m scalene.profile --off --pid \u001b[1;36m12345\u001b[0m\n", + " to resume profiling: python3 -m scalene.profile --on --pid \u001b[1;36m12345\u001b[0m\n", + "\n" + ] + } + ], + "source": [ + "!scalene --help" + ] + }, + { + "cell_type": "markdown", + "id": "efbcf120-613f-431c-9748-6e385a584e15", + "metadata": {}, + "source": [ + "Execute the below line to profile **example1.py** using **Scalene**" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4fb72932-7d79-4342-a441-2be4112841d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Averages: 49.945, 50.002\n" + ] + } + ], + "source": [ + "!scalene --html --outfile example1_output.html example1.py" + ] + }, + { + "cell_type": "markdown", + "id": "2dace7b6-b344-4396-a362-8cc3ceb49c3d", + "metadata": { + "tags": [] + }, + "source": [ + "#### Scalene Example1 Results Interpretation " + ] + }, + { + "cell_type": "markdown", + "id": "9c2e7d3f-5eb0-48e7-92f1-fdd51d18caf7", + "metadata": {}, + "source": [ + "While in the jupyter notebook click the `example1_output.html` file. It will open a new tab. \n", + "\n", + "The result has the following columns\n", + "\n", + "- **Memory usage:** At the top, visualized by \"sparklines\", memory consumption over the runtime of the profiled code.
\n", + "- **Time Python:** How much time was spent in Python code.\n", + "- **native:** How much time was spent in non-Python code (e.g., libraries written in C/C++).\n", + "- **system:** How much time was spent in the system (e.g., I/O).\n", + "- **GPU:** (not shown here) How much time spent on the GPU, if your system has an NVIDIA GPU installed.\n", + "- **Memory Python:** How much of the memory allocation happened on the Python side of the code, as opposed to in non-Python code (e.g., libraries written in C/C++).\n", + "- **net:** Positive net memory numbers indicate total memory allocation in megabytes; negative net memory numbers indicate memory reclamation.\n", + "- **timeline / %:** Visualized by \"sparklines\", memory consumption generated by this line over the program runtime, and the percentages of total memory activity this line represents.\n", + "- **Copy (MB/s):** The amount of megabytes being copied per second (see \"About Scalene\")." + ] + }, + { + "cell_type": "markdown", + "id": "3ff1fc58-58db-4e5e-b129-4870ab0f862f", + "metadata": { + "tags": [] + }, + "source": [ + "### 2. Using Scalene to profile specific functions in Code" + ] + }, + { + "cell_type": "markdown", + "id": "2a111d77-a0f4-4080-a855-4a2247b8e3f4", + "metadata": {}, + "source": [ + "Create a python file **example2.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "fbb04454-d277-4b93-95ce-3c5614cf5375", + "metadata": {}, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", + "\n", + "\n", + "# @profile ## Add @profile decorator to profile function\n", + "# def very_slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(5) ##Added 5 sec sleep to simulate slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# @profile ## Add @profile decorator to profile function\n", + "# def slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(2) ##Added 2 sec sleep to simulate slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# def main_func():\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "\n", + "# if __name__ == '__main__':\n", + "# main_func()" + ] + }, + { + "cell_type": "markdown", + "id": "6c5e9994-1001-4231-b994-ab8c40e6bdeb", + "metadata": {}, + "source": [ + "Execute the below line to profile **example2.py** using **Scalene**" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "99ed75d3-8964-4857-9e94-ed49bf889a0d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Averages: 49.983, 49.998\n" + ] + } + ], + "source": [ + "!scalene --html --outfile example2_output.html example2.py" + ] + }, + { + "cell_type": "markdown", + "id": "8312a31a-e7c3-432e-ad66-df8deb7cb34e", + "metadata": {}, + "source": [ + "While in the jupyter notebook click the `example2_output.html` file. It will open a new tab. \n", + "\n", + "The result has the following columns\n", + "\n", + "- **Memory usage:** At the top, visualized by \"sparklines\", memory consumption over the runtime of the profiled code.
\n", + "- **Time Python:** How much time was spent in Python code.\n", + "- **native:** How much time was spent in non-Python code (e.g., libraries written in C/C++).\n", + "- **system:** How much time was spent in the system (e.g., I/O).\n", + "- **GPU:** (not shown here) How much time spent on the GPU, if your system has an NVIDIA GPU installed.\n", + "- **Memory Python:** How much of the memory allocation happened on the Python side of the code, as opposed to in non-Python code (e.g., libraries written in C/C++).\n", + "- **net:** Positive net memory numbers indicate total memory allocation in megabytes; negative net memory numbers indicate memory reclamation.\n", + "- **timeline / %:** Visualized by \"sparklines\", memory consumption generated by this line over the program runtime, and the percentages of total memory activity this line represents.\n", + "- **Copy (MB/s):** The amount of megabytes being copied per second (see \"About Scalene\").\n", + "\n", + "There is no difference in the results from **example1** and **example2**. In **example2** we can choose what functions we want to profile." + ] + }, + { + "cell_type": "markdown", + "id": "0709a170-5655-44a7-902a-431ad2637bbc", + "metadata": { + "tags": [] + }, + "source": [ + "### Using **Scalene** for **intelligent_indexing** ref kit " + ] + }, + { + "cell_type": "markdown", + "id": "3b96f2a9-15f6-4d9b-9f45-ac68690a2a97", + "metadata": {}, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "7b69f9be-fcba-43df-baea-19557571a996", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "ab5495d6-068d-455f-a37a-1d6ca668ce75", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "- After creating environment install **scalene** in both the environments **doc_class_stock** and **doc_class_intel** using\n", + "\n", + "`pip install scalene==1.3.12`\n", + "\n", + "We will be using **scalene** to profile this workload below. Please note that Intel® Distribution of Modin* will be disabled for this profiling, and Scalene does not currently support Intel® Distribution of Modin* with Ray* backend, which is used in the Intelligent Indexing ref kit." + ] + }, + { + "cell_type": "markdown", + "id": "a96b0df4-839a-413f-806c-6d2b3c349f35", + "metadata": { + "tags": [] + }, + "source": [ + "#### Modify the run_benchmarks.py File of the Reference Kit" + ] + }, + { + "cell_type": "markdown", + "id": "dcdc9f2c-4a6e-47dd-9de6-786954e5acad", + "metadata": {}, + "source": [ + "Just add the **@profile** decorator at the top of functions you want to profile.
\n", + "\n", + "Modify the **run_benchmarks.py (Location '../intelligent-indexing/src/run_benchmarks.py')** file to add **@profile** decorators as shown below (we have provided a **run_benchmarks_scalene.py** for your reference, **copy the file at Location '../intelligent-indexing/src/run_benchmarks_scalene.py'**, if you would like to skip this step and move to the next section).
\n", + "\n", + "**Modify the get_data() function**\n", + "```\n", + "@profile\n", + "def get_data(path_to_csv: str) -> pd.DataFrame:\n", + " \"\"\"Read in and clean data\n", + " Args:\n", + " path_to_csv (str): processed data\n", + " \"\"\"\n", + " data = pd.read_csv(path_to_csv)[\n", + " ['category', 'headline', 'short_description', 'link']\n", + " ]\n", + " data = data.dropna(subset=['headline', 'short_description', 'link'])\n", + "\n", + " data.link = data.link.apply(clean_link)\n", + " data.short_description = data.short_description \\\n", + " .apply(clean_short_description)\n", + " data.headline = data.headline.apply(clean_headline)\n", + "\n", + " data['text'] = data.link + \" \" + data.short_description \\\n", + " + \" \" + data.headline\n", + " data['tokens'] = data.text.apply(tokenize)\n", + " return data\n", + "```\n", + "
\n", + "\n", + "**Create a function train_data()**\n", + "```\n", + "@profile\n", + "def train_data(train,test):\n", + " vectorizer = TfidfVectorizer(\n", + " min_df=50,\n", + " lowercase=False,\n", + " tokenizer=lambda x: x)\n", + " \n", + " svc = SVC()\n", + " svc.fit(vectorizer.fit_transform(train.tokens), train.category)\n", + " training_time = time.time()\n", + " y_pred = svc.predict(vectorizer.transform(test.tokens))\n", + " return svc, training_time, y_pred\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "b0e599e7-3a17-4266-b07c-b196ccd7d909", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile Intelligent Indexing Ref Kit with Stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "dbf9c70a-78c1-4b93-8979-91ea10fa8b0a", + "metadata": {}, + "source": [ + "To ignore warnings run the below cell and if the result directories are not present uncomment the below code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4ebc0598-089f-4030-a4d1-4bcb22b6192f", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings('ignore')\n", + "# mkdir -p Scalene_Profiler_Results # create `Scalene_Profiler_Results` dir in the parent dir if not present\n", + "# mkdir -p Scalene_Profiler_Results/stock_results # create `stock_results` dir in the Scalene_Profiler_Results if not present\n", + "# mkdir -p Scalene_Profiler_Results/oneapi_optimized_results # create `oneapi_optimized_results` dir in the Scalene_Profiler_Results if not present" + ] + }, + { + "cell_type": "markdown", + "id": "de1cf849-95fc-4df3-93b5-a7a183f1b2ee", + "metadata": {}, + "source": [ + "**Ensure that you have run_benchmarks_scalene.py file**
\n", + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "15590022-612e-48c5-b63c-b23a5cf8ee26", + "metadata": {}, + "source": [ + "`scalene --html --outfile ../../Profiling_Guide/Scalene_Profiler/Scalene_Profiler_Results/stock_results/scalene_stock.html run_benchmarks_scalene.py -l ../logs/stock_stock.log`" + ] + }, + { + "cell_type": "markdown", + "id": "ec0daed0-1aad-4e7f-87e7-656680e373cb", + "metadata": {}, + "source": [ + "**To visualize the results**, go to the **Scalene_Profiler_Results/stock_results** directory and being in the jupyter notebook open the file **scalene_stock.html**.
\n", + "The result has the following columns
\n", + "- **Memory usage:** At the top, visualized by \"sparklines\", memory consumption over the runtime of the profiled code.
\n", + "- **Time Python:** How much time was spent in Python code.\n", + "- **native:** How much time was spent in non-Python code (e.g., libraries written in C/C++).\n", + "- **system:** How much time was spent in the system (e.g., I/O).\n", + "- **GPU:** (not shown here) How much time spent on the GPU, if your system has an NVIDIA GPU installed.\n", + "- **Memory Python:** How much of the memory allocation happened on the Python side of the code, as opposed to in non-Python code (e.g., libraries written in C/C++).\n", + "- **net:** Positive net memory numbers indicate total memory allocation in megabytes; negative net memory numbers indicate memory reclamation.\n", + "- **timeline / %:** Visualized by \"sparklines\", memory consumption generated by this line over the program runtime, and the percentages of total memory activity this line represents.\n", + "- **Copy (MB/s):** The amount of megabytes being copied per second (see \"About Scalene\")." + ] + }, + { + "cell_type": "markdown", + "id": "825e67e3-bb47-4bd0-887d-8400f98f92b0", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "97075250-6b72-414b-b729-4abcf8a574f5", + "metadata": {}, + "source": [ + "**Ensure that you have run_benchmarks_scalene.py file.**
\n", + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "2ba2e8bf-3a0a-4ba5-9563-bf607ef2dbc8", + "metadata": {}, + "source": [ + "`scalene --html --outfile ../../Profiling_Guide/Scalene_Profiler/Scalene_Profiler_Results/oneapi_optimized_results/scalene_intel.html run_benchmarks_scalene.py -i -l ../logs/intel_intel.log`" + ] + }, + { + "cell_type": "markdown", + "id": "9998212a-f857-43a6-9f20-34442b0112fb", + "metadata": {}, + "source": [ + "**To visualize the results**, go to the **Scalene_Profiler_Results/oneapi_optimized_results** directory and being in the jupyter notebook open the file **scalene_intel.html**.
\n", + "The result has the following columns
\n", + "- **Memory usage:** At the top, visualized by \"sparklines\", memory consumption over the runtime of the profiled code.
\n", + "- **Time Python:** How much time was spent in Python code.\n", + "- **native:** How much time was spent in non-Python code (e.g., libraries written in C/C++).\n", + "- **system:** How much time was spent in the system (e.g., I/O).\n", + "- **GPU:** (not shown here) How much time spent on the GPU, if your system has an NVIDIA GPU installed.\n", + "- **Memory Python:** How much of the memory allocation happened on the Python side of the code, as opposed to in non-Python code (e.g., libraries written in C/C++).\n", + "- **net:** Positive net memory numbers indicate total memory allocation in megabytes; negative net memory numbers indicate memory reclamation.\n", + "- **timeline / %:** Visualized by \"sparklines\", memory consumption generated by this line over the program runtime, and the percentages of total memory activity this line represents.\n", + "- **Copy (MB/s):** The amount of megabytes being copied per second (see \"About Scalene\")." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Scalene_Profiler/Scalene_Profiler_Results/oneapi_optimized_results/scalene_intel.html b/Scalene_Profiler/Scalene_Profiler_Results/oneapi_optimized_results/scalene_intel.html new file mode 100644 index 0000000..ff8464e --- /dev/null +++ b/Scalene_Profiler/Scalene_Profiler_Results/oneapi_optimized_results/scalene_intel.html @@ -0,0 +1,351 @@ + + + + + + + +
                            Memory usage: █████████████████████████ (max: 101.16MB, growth rate:  21%)                             
+                                      run_benchmarks.py: % of time =  94.33% out of  23.20s.                                       
+       ╷       ╷       ╷       ╷       ╷       ╷       ╷              ╷       ╷                                                    
+       Time   –––––– –––––– –––––– Memory –––––– –––––––––––   Copy                                                       
+  Line Python native system GPU    Python net    timeline/%    (MB/s) run_benchmarks.py                                   
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+     1                                                                # !/usr/bin/env python3                             
+     2                                                                # -*- coding: utf-8 -*-                             
+     3                                                                                                                    
+     4                                                                # Copyright (C) 2022 Intel Corporation              
+     5                                                                # SPDX-License-Identifier: BSD-3-Clause             
+     6                                                                                                                    
+     7                                                                # pylint: disable=C0415,E0401,R0914                 
+     8                                                                                                                    
+     9                                                                """                                                 
+    10                                                                Run benchmarks for Intelligent Indexing.            
+    11                                                                """                                                 
+    12                                                                                                                    
+    13                                                                import argparse                                     
+    14                                                                import logging                                      
+    15                                                                import os                                           
+    16                                                                import pathlib                                      
+    17                                                                import time                                         
+    18                                                                                                                    
+    19                               10%     10M ▁▁▁▁▁▁▁  10%         import joblib                                       
+    20     2%                        27%     24M ▁▁▁▁▁  28%         2 from sklearn.feature_extraction.text import TfidfV  
+    21                                        1M ▁▁▁▁▁                from sklearn.metrics import accuracy_score          
+    22                                                                                                                    
+    23                                        0M ▁▁                   from utils.preprocessing import (                   
+    24                                                                    clean_headline,                                 
+    25                                                                    clean_link,                                     
+    26                                                                    clean_short_description,                        
+    27                                                                    tokenize                                        
+    28                                                                )                                                   
+    29                                                                from scalene import scalene_profiler                
+    30                                                                                                                    
+    31                                                                                                                    
+    32                                                                                                                    
+    33                                                                def main(flags):                                    
+    34                                                                    """Setup model for inference and perform bench  
+    35                                                                                                                    
+    36                                                                    Args:                                           
+    37                                                                        flags: benchmarking flags                   
+    38                                                                    """                                             
+    39                                                                                                                    
+    40                                                                    if flags.logfile == "":                         
+    41                                                                        logging.basicConfig(level=logging.DEBUG)    
+    42                                                                    else:                                           
+    43                                                                        logging.basicConfig(filename=flags.logfile  
+    44                                                                    logger = logging.getLogger()                    
+    45                                                                                                                    
+    46                                                                    if flags.intel:                                 
+    47                                                                        logging.debug("Loading intel libraries..."  
+    48                                                                                                                    
+    49     1%                        18%     24M ▂▂▂▂▂▂▂  18%       1         import modin.pandas as pd                   
+    50                                6%      6M ▁▁▁▁▁   6%                   from sklearnex.svm import SVC               
+    51                               13%     15M ▁▁▁▁  13%                    import ray                                  
+    52     1%          87%            2%      0M ▁▁▁▁▁▁▁▁▁   …                ray.init()                                  
+    53                                                                                                                    
+    54                                                                    else:                                           
+    55                                                                        logging.debug("Loading stock libraries..."  
+    56                                                                                                                    
+    57                                                                        import pandas as pd                         
+    58                                                                        from sklearn.svm import SVC                 
+    59                                                                                                                    
+    60                                                                    def get_data(path_to_csv: str) -> pd.DataFrame  
+    61                                                                        """Read in and clean data                   
+    62                                                                                                                    
+    63                                                                        Args:                                       
+    64                                                                            path_to_csv (str): processed data       
+    65                                                                        """                                         
+    66                                                                        data = pd.read_csv(path_to_csv)[            
+    67                                                                            ['category', 'headline', 'short_descri  
+    68                                                                        ]                                           
+    69                                                                        data = data.dropna(subset=['headline', 'sh  
+    70                                                                                                                    
+    71                                                                        data.link = data.link.apply(clean_link)     
+    72                                                                        data.short_description = data.short_descri  
+    73                                                                            .apply(clean_short_description)         
+    74                                                                        data.headline = data.headline.apply(clean_  
+    75                                                                                                                    
+    76                                                                        data['text'] = data.link + " " + data.shor  
+    77                                                                            + " " + data.headline                   
+    78                                                                        data['tokens'] = data.text.apply(tokenize)  
+    79                                                                        return data                                 
+    80                                                                                                                    
+    81                                                                    scalene_profiler.start()                        
+    82                                                                    # Read and clean training and testing data      
+    83                                                                    logger.info("Preprocessing Data...")            
+    84                                                                    start = time.time()                             
+    85                                                                                                                    
+    86                                                                    if not os.path.exists("../data/huffpost/train_  
+    87                                                                        logger.error(                               
+    88                                                                            "Train data file ../data/huffpost/trai  
+    89                                                                        return                                      
+    90                                                                                                                    
+    91                                                                    if not os.path.exists("../data/huffpost/test.c  
+    92                                                                        logger.error("Test data file ../data/huffp  
+    93                                                                        return                                      
+    94                                                                                                                    
+    95                                                                    train = get_data("../data/huffpost/train_all.c  
+    96                                                                    test = get_data("../data/huffpost/test.csv")    
+    97                                                                                                                    
+    98                                                                    preprocessing_time = time.time()                
+    99                                                                    logger.info(                                    
+   100                                                                        "=======> Preprocessing Time : %.3f secs",  
+   101                                                                        preprocessing_time - start                  
+   102                                                                    )                                               
+   103                                                                                                                    
+   104                                                                    if not flags.preprocessing_only:                
+   105                                                                                                                    
+   106                                                                        # Build TFIDF features and train the model  
+   107                                                                        logger.debug("Training & Evaluating Model.  
+   108                                                                                                                    
+   109                                                                        vectorizer = TfidfVectorizer(               
+   110                                                                            min_df=50,                              
+   111                                                                            lowercase=False,                        
+   112                                                                            tokenizer=lambda x: x)                  
+   113                                                                                                                    
+   114                                                                        svc = SVC()                                 
+   115                                                                        svc.fit(vectorizer.fit_transform(train.tok  
+   116                                                                                                                    
+   117                                                                        training_time = time.time()                 
+   118                                                                                                                    
+   119                                                                        # Predict on unseen test data               
+   120                                                                        y_pred = svc.predict(vectorizer.transform(  
+   121                                                                                                                    
+   122                                                                        prediction_time = time.time()               
+   123                                                                                                                    
+   124                                                                        if flags.save_model_dir:                    
+   125                                                                                                                    
+   126                                                                            path = pathlib.Path(flags.save_model_d  
+   127                                                                            path.mkdir(parents=True, exist_ok=True  
+   128                                                                                                                    
+   129                                                                            with open(path / "model.pkl", 'wb') as  
+   130                                                                                joblib.dump(svc, outfile)           
+   131                                                                                                                    
+   132                                                                        logger.info(                                
+   133                                                                            "=======> Test Accuracy : %.2f",        
+   134                                                                            accuracy_score(y_pred, test.category)   
+   135                                                                        )                                           
+   136                                                                        logger.info(                                
+   137                                                                            "=======> Training Time : %.3f secs",   
+   138                                                                            training_time - preprocessing_time      
+   139                                                                        )                                           
+   140                                                                        logger.info(                                
+   141                                                                            "=======> Inference Time : %.3f secs",  
+   142                                                                            prediction_time - training_time         
+   143                                                                        )                                           
+   144                                                                        logger.info(                                
+   145                                                                            "=======> Total time : %.3f secs",      
+   146                                                                            prediction_time - start                 
+   147                                                                        )                                           
+   148                                                                    scalene_profiler.stop()                         
+   149                                                                                                                    
+   150                                                                if __name__ == "__main__":                          
+   151                                                                                                                    
+   152                                                                    parser = argparse.ArgumentParser()              
+   153                                                                                                                    
+   154                                                                    parser.add_argument('-l',                       
+   155                                                                                        '--logfile',                
+   156                                                                                        type=str,                   
+   157                                                                                        default="",                 
+   158                                                                                        help="log file to output b  
+   159                                                                                                                    
+   160                                                                    parser.add_argument('-i',                       
+   161                                                                                        '--intel',                  
+   162                                                                                        default=False,              
+   163                                                                                        action="store_true",        
+   164                                                                                        help="use intel accelerate  
+   165                                                                                        )                           
+   166                                                                                                                    
+   167                                                                    parser.add_argument('-p',                       
+   168                                                                                        '--preprocessing_only',     
+   169                                                                                        default=False,              
+   170                                                                                        action="store_true",        
+   171                                                                                        help='only perform preproc  
+   172                                                                                                                    
+   173                                                                    parser.add_argument('-s',                       
+   174                                                                                        '--save_model_dir',         
+   175                                                                                        default=None,               
+   176                                                                                        type=str,                   
+   177                                                                                        required=False,             
+   178                                                                                        help="directory to save mo  
+   179                                                                                        )                           
+   180                                                                                                                    
+   181                                                                    main(parser.parse_args())                       
+   182                                                                                                                    
+                                                                      │                                                    
+╶──────┼───────┼───────┼───────┼───────┼───────┼───────┼──────────────┼───────┼───────────────────────────────────────────────────╴
+                                                                      function summary for run_benchmarks.py              
+    33     4%          88%           38%     44M ███████▇▇  3…      1 main                                                
+       ╵       ╵       ╵       ╵       ╵       ╵       ╵              ╵       ╵                                                    
+Top net memory consumption, by line:
+(1)    20:    24 MB                                                                                                                 
+(2)    49:    24 MB                                                                                                                 
+(3)    51:    15 MB                                                                                                                 
+(4)    19:    10 MB                                                                                                                 
+(5)    50:     6 MB                                                                                                                 
+                /ws2/yfulwani/intelligent-indexing/src/utils/preprocessing.py: % of time =   5.67% out of  23.20s.                 
+       ╷       ╷       ╷       ╷       ╷       ╷       ╷              ╷       ╷                                                    
+       Time   –––––– –––––– –––––– Memory –––––– –––––––––––   Copy                                                       
+  Line Python native system GPU    Python net    timeline/%    (MB/s) /ws2/yfulwani/intelligent-indexing/src/utils/prep…  
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+     1                                                                # !/usr/bin/env python3                             
+     2                                                                # -*- coding: utf-8 -*-                             
+     3                                                                                                                    
+     4                                                                # Copyright (C) 2022 Intel Corporation              
+     5                                                                # SPDX-License-Identifier: BSD-3-Clause             
+     6                                                                                                                    
+     7                                                                # pylint: disable=C0415,E0401,R0914                 
+     8                                                                                                                    
+     9                                                                """                                                 
+    10                                                                Helper functions for preprocessing                  
+    11                                                                """                                                 
+    12                                                                                                                    
+    13                                                                import re                                           
+    14                                                                from typing import List                             
+    15                                                                                                                    
+    16                               14%     18M ▁▁▁▁  15%          1 import nltk                                         
+    17                                                                from nltk.tokenize import word_tokenize             
+    18                                                                from nltk.corpus import stopwords                   
+    19                                                                from nltk.stem import PorterStemmer                 
+    20                                                                from nltk.util import ngrams                        
+    21                                                                                                                    
+    22                                                                # Ensure that the required NLTK libraries are down  
+    23                  4%            7%      2M ▁▁▁▁▁   7%           nltk.download('punkt')                              
+    24                                                                nltk.download('stopwords')                          
+    25                                                                                                                    
+    26                                        0M        stop_words = set(stopwords.words('english'))        
+    27                                                                stemmer = PorterStemmer()                           
+    28                                                                                                                    
+    29                                                                                                                    
+    30                                                                def clean_headline(headline: str) -> str:           
+    31                                                                    """cleans the headline field                    
+    32                                                                                                                    
+    33                                                                    Args:                                           
+    34                                                                        headline (str): headline associated with a  
+    35                                                                                                                    
+    36                                                                    Returns:                                        
+    37                                                                        str: cleaned headline                       
+    38                                                                    """                                             
+    39                                                                    headline = headline.lower()                     
+    40                                                                    headline = re.sub(r"[^\w]", " ", headline)      
+    41                                                                    return headline                                 
+    42                                                                                                                    
+    43                                                                                                                    
+    44                                                                def clean_link(link: str) -> str:                   
+    45                                                                    """cleans the hyperlink field                   
+    46                                                                                                                    
+    47                                                                    Args:                                           
+    48                                                                        link (str): hyperlink associated with an a  
+    49                                                                                                                    
+    50                                                                    Returns:                                        
+    51                                                                        str: cleaned hyperlink                      
+    52                                                                    """                                             
+    53                                                                    link = link.lower()                             
+    54                                                                    link = link.replace("https://www.huffingtonpos  
+    55                                                                    link = re.sub(                                  
+    56                                                                        r'https://www.huffingtonpost.com'           
+    57                                                                        r'https?://|www\d{0,3}[.][a-z0-9.\-]+[.]co  
+    58                                                                        "",                                         
+    59                                                                        link                                        
+    60                                                                    )                                               
+    61                                                                    link = re.sub(r"(\W|_)+", " ", link)            
+    62                                                                                                                    
+    63                                                                    link = re.sub(r"[^\w]", " ", link)              
+    64                                                                    link = link.replace("html", " ")                
+    65                                                                    link = re.sub(r"\b[a-zA-Z]\b", "", link).strip  
+    66                                                                    return " ".join(link.strip().split()[:-1])      
+    67                                                                                                                    
+    68                                                                                                                    
+    69                                                                def clean_short_description(short_description: str  
+    70                                                                    """cleans the short description field           
+    71                                                                                                                    
+    72                                                                    Args:                                           
+    73                                                                        short_description (str): short description  
+    74                                                                                                                    
+    75                                                                    Returns:                                        
+    76                                                                        str: cleaned short description              
+    77                                                                    """                                             
+    78                                                                    short_description = short_description.lower()   
+    79                                                                    short_description = re.sub(r"[^\w]", " ", shor  
+    80                                                                    return short_description                        
+    81                                                                                                                    
+    82                                                                                                                    
+    83                                                                def tokenize(text: str) -> List[str]:               
+    84                                                                    """turns a body of text into a collection of t  
+    85                                                                                                                    
+    86                                                                    Args:                                           
+    87                                                                        text (str): the body of text to tokenize    
+    88                                                                                                                    
+    89                                                                    Returns:                                        
+    90                                                                        List[str] : collection of tokens            
+    91                                                                    """                                             
+    92                                                                    tokens = word_tokenize(text)                    
+    93                                                                    tokens = [stemmer.stem(tk) for tk in tokens]    
+    94                                                                    tokens = [tk for tk in tokens if tk not in sto  
+    95                                                                    n_grams = ngrams(tokens, 2)                     
+    96                                                                    tokens = tokens + [' '.join(grams) for grams i  
+    97                                                                    return tokens                                   
+    98                                                                                                                    
+       ╵       ╵       ╵       ╵       ╵       ╵       ╵              ╵       ╵                                                    
+Top net memory consumption, by line:
+(1)    16:    18 MB                                                                                                                 
+(2)    23:     2 MB                                                                                                                 
+generated by the scalene profiler                                                                                                   
+
+ + diff --git a/Scalene_Profiler/Scalene_Profiler_Results/stock_results/scalene_stock.html b/Scalene_Profiler/Scalene_Profiler_Results/stock_results/scalene_stock.html new file mode 100644 index 0000000..15aa72f --- /dev/null +++ b/Scalene_Profiler/Scalene_Profiler_Results/stock_results/scalene_stock.html @@ -0,0 +1,345 @@ + + + + + + + +
                              Memory usage: ██████████████████████ (max:  75.71MB, growth rate:  21%)                              
+                /ws2/yfulwani/intelligent-indexing/src/utils/preprocessing.py: % of time =  52.02% out of   2.98s.                 
+       ╷       ╷       ╷       ╷        ╷       ╷               ╷       ╷                                                          
+       Time   –––––– –––––– Memory  –––––– –––––––––––    Copy                                                             
+  Line Python native system Python  net    timeline/%     (MB/s) /ws2/yfulwani/intelligent-indexing/src/utils/preprocess…  
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+     1                                                           # !/usr/bin/env python3                                   
+     2                                                           # -*- coding: utf-8 -*-                                   
+     3                                                                                                                     
+     4                                                           # Copyright (C) 2022 Intel Corporation                    
+     5                                                           # SPDX-License-Identifier: BSD-3-Clause                   
+     6                                                                                                                     
+     7                                                           # pylint: disable=C0415,E0401,R0914                       
+     8                                                                                                                     
+     9                                                           """                                                       
+    10                                                           Helper functions for preprocessing                        
+    11                                                           """                                                       
+    12                                                                                                                     
+    13                                                           import re                                                 
+    14                                                           from typing import List                                   
+    15                                                                                                                     
+    16    10%                 20%      18M ▂▂▂▂▂▂  21%         4 import nltk                                               
+    17                                                           from nltk.tokenize import word_tokenize                   
+    18                                                           from nltk.corpus import stopwords                         
+    19                                                           from nltk.stem import PorterStemmer                       
+    20                                                           from nltk.util import ngrams                              
+    21                                                                                                                     
+    22                                                           # Ensure that the required NLTK libraries are downloaded  
+    23     5%          37%     9%       2M ▁▁▁▁▁   9%          1 nltk.download('punkt')                                    
+    24                                                           nltk.download('stopwords')                                
+    25                                                                                                                     
+    26                                                           stop_words = set(stopwords.words('english'))              
+    27                                                           stemmer = PorterStemmer()                                 
+    28                                                                                                                     
+    29                                                                                                                     
+    30                                                           def clean_headline(headline: str) -> str:                 
+    31                                                               """cleans the headline field                          
+    32                                                                                                                     
+    33                                                               Args:                                                 
+    34                                                                   headline (str): headline associated with an arti  
+    35                                                                                                                     
+    36                                                               Returns:                                              
+    37                                                                   str: cleaned headline                             
+    38                                                               """                                                   
+    39                                                               headline = headline.lower()                           
+    40                                                               headline = re.sub(r"[^\w]", " ", headline)            
+    41                                                               return headline                                       
+    42                                                                                                                     
+    43                                                                                                                     
+    44                                                           def clean_link(link: str) -> str:                         
+    45                                                               """cleans the hyperlink field                         
+    46                                                                                                                     
+    47                                                               Args:                                                 
+    48                                                                   link (str): hyperlink associated with an article  
+    49                                                                                                                     
+    50                                                               Returns:                                              
+    51                                                                   str: cleaned hyperlink                            
+    52                                                               """                                                   
+    53                                                               link = link.lower()                                   
+    54                                                               link = link.replace("https://www.huffingtonpost.com/  
+    55                                                               link = re.sub(                                        
+    56                                                                   r'https://www.huffingtonpost.com'                 
+    57                                                                   r'https?://|www\d{0,3}[.][a-z0-9.\-]+[.]com/',    
+    58                                                                   "",                                               
+    59                                                                   link                                              
+    60                                                               )                                                     
+    61                                                               link = re.sub(r"(\W|_)+", " ", link)                  
+    62                                                                                                                     
+    63                                                               link = re.sub(r"[^\w]", " ", link)                    
+    64                                                               link = link.replace("html", " ")                      
+    65                                                               link = re.sub(r"\b[a-zA-Z]\b", "", link).strip()      
+    66                                                               return " ".join(link.strip().split()[:-1])            
+    67                                                                                                                     
+    68                                                                                                                     
+    69                                                           def clean_short_description(short_description: str) -> s  
+    70                                                               """cleans the short description field                 
+    71                                                                                                                     
+    72                                                               Args:                                                 
+    73                                                                   short_description (str): short description assoc  
+    74                                                                                                                     
+    75                                                               Returns:                                              
+    76                                                                   str: cleaned short description                    
+    77                                                               """                                                   
+    78                                                               short_description = short_description.lower()         
+    79                                                               short_description = re.sub(r"[^\w]", " ", short_desc  
+    80                                                               return short_description                              
+    81                                                                                                                     
+    82                                                                                                                     
+    83                                                           def tokenize(text: str) -> List[str]:                     
+    84                                                               """turns a body of text into a collection of tokens   
+    85                                                                                                                     
+    86                                                               Args:                                                 
+    87                                                                   text (str): the body of text to tokenize          
+    88                                                                                                                     
+    89                                                               Returns:                                              
+    90                                                                   List[str] : collection of tokens                  
+    91                                                               """                                                   
+    92                                                               tokens = word_tokenize(text)                          
+    93                                                               tokens = [stemmer.stem(tk) for tk in tokens]          
+    94                                                               tokens = [tk for tk in tokens if tk not in stop_word  
+    95                                                               n_grams = ngrams(tokens, 2)                           
+    96                                                               tokens = tokens + [' '.join(grams) for grams in n_gr  
+    97                                                               return tokens                                         
+    98                                                                                                                     
+       ╵       ╵       ╵       ╵        ╵       ╵               ╵       ╵                                                          
+Top net memory consumption, by line:
+(1)    16:    18 MB                                                                                                                 
+(2)    23:     2 MB                                                                                                                 
+                       ../../intelligent-indexing/src/run_benchmarks.py: % of time =  47.98% out of   2.98s.                       
+       ╷       ╷       ╷       ╷        ╷       ╷               ╷       ╷                                                          
+       Time   –––––– –––––– Memory  –––––– –––––––––––    Copy                                                             
+  Line Python native system Python  net    timeline/%     (MB/s) ../../intelligent-indexing/src/run_benchmarks.py          
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+     1                                                           # !/usr/bin/env python3                                   
+     2                                                           # -*- coding: utf-8 -*-                                   
+     3                                                                                                                     
+     4                                                           # Copyright (C) 2022 Intel Corporation                    
+     5                                                           # SPDX-License-Identifier: BSD-3-Clause                   
+     6                                                                                                                     
+     7                                                           # pylint: disable=C0415,E0401,R0914                       
+     8                                                                                                                     
+     9                                                           """                                                       
+    10                                                           Run benchmarks for Intelligent Indexing.                  
+    11                                                           """                                                       
+    12                                                                                                                     
+    13                                                           import argparse                                           
+    14                                                           import logging                                            
+    15                                                           import os                                                 
+    16                                                           import pathlib                                            
+    17                                                           import time                                               
+    18                                                                                                                     
+    19     6%                 12%       9M ▁▁▁▁▁▁  12%         2 import joblib                                             
+    20    21%     2%          35%      24M ▂▂▂▂▂▂▂▂  36%      13 from sklearn.feature_extraction.text import TfidfVectori  
+    21                         1%       1M ▁▁▁▁▁   1%          1 from sklearn.metrics import accuracy_score                
+    22                                                                                                                     
+    23                                                           from utils.preprocessing import (                         
+    24                                                               clean_headline,                                       
+    25                                                               clean_link,                                           
+    26                                                               clean_short_description,                              
+    27                                                               tokenize                                              
+    28                                                           )                                                         
+    29                                                                                                                     
+    30                                                                                                                     
+    31                                                           def main(flags):                                          
+    32                                                               """Setup model for inference and perform benchmarkin  
+    33                                                                                                                     
+    34                                                               Args:                                                 
+    35                                                                   flags: benchmarking flags                         
+    36                                                               """                                                   
+    37                                                                                                                     
+    38                                                               if flags.logfile == "":                               
+    39                                                                   logging.basicConfig(level=logging.DEBUG)          
+    40                                                               else:                                                 
+    41                                                                   logging.basicConfig(filename=flags.logfile, leve  
+    42                                                               logger = logging.getLogger()                          
+    43                                                                                                                     
+    44                                                               if flags.intel:                                       
+    45                                                                   logging.debug("Loading intel libraries...")       
+    46                                                                                                                     
+    47                                                                   import modin.pandas as pd                         
+    48                                                                   from sklearnex.svm import SVC                     
+    49                                                                   import ray                                        
+    50                                                                   ray.init()                                        
+    51                                                                                                                     
+    52                                                               else:                                                 
+    53                                                                   logging.debug("Loading stock libraries...")       
+    54                                                                                                                     
+    55    14%     3%          20%      21M ▂▂▂▂▂▂▂▂  21%       5         import pandas as pd                               
+    56                                                                   from sklearn.svm import SVC                       
+    57                                                                                                                     
+    58                                                               def get_data(path_to_csv: str) -> pd.DataFrame:       
+    59                                                                   """Read in and clean data                         
+    60                                                                                                                     
+    61                                                                   Args:                                             
+    62                                                                       path_to_csv (str): processed data             
+    63                                                                   """                                               
+    64                                                                   data = pd.read_csv(path_to_csv)[                  
+    65                                                                       ['category', 'headline', 'short_description'  
+    66                                                                   ]                                                 
+    67                                                                   data = data.dropna(subset=['headline', 'short_de  
+    68                                                                                                                     
+    69                                                                   data.link = data.link.apply(clean_link)           
+    70                                                                   data.short_description = data.short_description   
+    71                                                                       .apply(clean_short_description)               
+    72                                                                   data.headline = data.headline.apply(clean_headli  
+    73                                                                                                                     
+    74                                                                   data['text'] = data.link + " " + data.short_desc  
+    75                                                                       + " " + data.headline                         
+    76                                                                   data['tokens'] = data.text.apply(tokenize)        
+    77                                                                   return data                                       
+    78                                                                                                                     
+    79                                                               # Read and clean training and testing data            
+    80                                                               logger.info("Preprocessing Data...")                  
+    81                                                               start = time.time()                                   
+    82                                                                                                                     
+    83                                                               if not os.path.exists("../data/huffpost/train_all.cs  
+    84                                                                   logger.error(                                     
+    85                                                                       "Train data file ../data/huffpost/train_all.  
+    86                                                                   return                                            
+    87                                                                                                                     
+    88                                                               if not os.path.exists("../data/huffpost/test.csv"):   
+    89                                                                   logger.error("Test data file ../data/huffpost/te  
+    90                                                                   return                                            
+    91                                                                                                                     
+    92                                                               train = get_data("../data/huffpost/train_all.csv")    
+    93                                                               test = get_data("../data/huffpost/test.csv")          
+    94                                                                                                                     
+    95                                                               preprocessing_time = time.time()                      
+    96                                                               logger.info(                                          
+    97                                                                   "=======> Preprocessing Time : %.3f secs",        
+    98                                                                   preprocessing_time - start                        
+    99                                                               )                                                     
+   100                                                                                                                     
+   101                                                               if not flags.preprocessing_only:                      
+   102                                                                                                                     
+   103                                                                   # Build TFIDF features and train the model        
+   104                                                                   logger.debug("Training & Evaluating Model...")    
+   105                                                                                                                     
+   106                                                                   vectorizer = TfidfVectorizer(                     
+   107                                                                       min_df=50,                                    
+   108                                                                       lowercase=False,                              
+   109                                                                       tokenizer=lambda x: x)                        
+   110                                                                                                                     
+   111                                                                   svc = SVC()                                       
+   112                                                                   svc.fit(vectorizer.fit_transform(train.tokens),   
+   113                                                                                                                     
+   114                                                                   training_time = time.time()                       
+   115                                                                                                                     
+   116                                                                   # Predict on unseen test data                     
+   117                                                                   y_pred = svc.predict(vectorizer.transform(test.t  
+   118                                                                                                                     
+   119                                                                   prediction_time = time.time()                     
+   120                                                                                                                     
+   121                                                                   if flags.save_model_dir:                          
+   122                                                                                                                     
+   123                                                                       path = pathlib.Path(flags.save_model_dir)     
+   124                                                                       path.mkdir(parents=True, exist_ok=True)       
+   125                                                                                                                     
+   126                                                                       with open(path / "model.pkl", 'wb') as outfi  
+   127                                                                           joblib.dump(svc, outfile)                 
+   128                                                                                                                     
+   129                                                                   logger.info(                                      
+   130                                                                       "=======> Test Accuracy : %.2f",              
+   131                                                                       accuracy_score(y_pred, test.category)         
+   132                                                                   )                                                 
+   133                                                                   logger.info(                                      
+   134                                                                       "=======> Training Time : %.3f secs",         
+   135                                                                       training_time - preprocessing_time            
+   136                                                                   )                                                 
+   137                                                                   logger.info(                                      
+   138                                                                       "=======> Inference Time : %.3f secs",        
+   139                                                                       prediction_time - training_time               
+   140                                                                   )                                                 
+   141                                                                   logger.info(                                      
+   142                                                                       "=======> Total time : %.3f secs",            
+   143                                                                       prediction_time - start                       
+   144                                                                   )                                                 
+   145                                                                                                                     
+   146                                                           if __name__ == "__main__":                                
+   147                                                                                                                     
+   148                                  0M            parser = argparse.ArgumentParser()                    
+   149                                                                                                                     
+   150                                                               parser.add_argument('-l',                             
+   151                                                                                   '--logfile',                      
+   152                                                                                   type=str,                         
+   153                                                                                   default="",                       
+   154                                                                                   help="log file to output benchma  
+   155                                                                                                                     
+   156                                                               parser.add_argument('-i',                             
+   157                                                                                   '--intel',                        
+   158                                                                                   default=False,                    
+   159                                                                                   action="store_true",              
+   160                                                                                   help="use intel accelerated tech  
+   161                                                                                   )                                 
+   162                                                                                                                     
+   163                                                               parser.add_argument('-p',                             
+   164                                                                                   '--preprocessing_only',           
+   165                                                                                   default=False,                    
+   166                                                                                   action="store_true",              
+   167                                                                                   help='only perform preprocessing  
+   168                                                                                                                     
+   169                                                               parser.add_argument('-s',                             
+   170                                                                                   '--save_model_dir',               
+   171                                                                                   default=None,                     
+   172                                                                                   type=str,                         
+   173                                                                                   required=False,                   
+   174                                                                                   help="directory to save model to  
+   175                                                                                   )                                 
+   176                                                                                                                     
+   177                                                               main(parser.parse_args())                             
+                                                                 │                                                          
+╶──────┼───────┼───────┼───────┼────────┼───────┼───────────────┼───────┼─────────────────────────────────────────────────────────╴
+                                                                 function summary for ../../intelligent-indexing/src/run…  
+    31    14%     3%          20%      21M ████████  21%       5 main                                                      
+       ╵       ╵       ╵       ╵        ╵       ╵               ╵       ╵                                                          
+Top net memory consumption, by line:
+(1)    20:    24 MB                                                                                                                 
+(2)    55:    21 MB                                                                                                                 
+(3)    19:     9 MB                                                                                                                 
+(4)    21:     1 MB                                                                                                                 
+generated by the scalene profiler                                                                                                   
+
+ + diff --git a/Scalene_Profiler/example1.py b/Scalene_Profiler/example1.py new file mode 100644 index 0000000..0d93b20 --- /dev/null +++ b/Scalene_Profiler/example1.py @@ -0,0 +1,24 @@ +import time +import numpy as np + +def very_slow_random_generator(): + time.sleep(5) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + + +def slow_random_generator(): + time.sleep(2) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +def main_func(): + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() \ No newline at end of file diff --git a/Scalene_Profiler/example1_output.html b/Scalene_Profiler/example1_output.html new file mode 100644 index 0000000..7199dfb --- /dev/null +++ b/Scalene_Profiler/example1_output.html @@ -0,0 +1,80 @@ + + + + + + + +
                             Memory usage: ▁▂▂▂▂▂▂▂▂▂▂▂▃▂▃▂▃▃▃▃▃▃▆█ (max:  23.48MB, growth rate:  41%)                             
+                                         example1.py: % of time = 100.00% out of   7.24s.                                          
+       ╷       ╷       ╷       ╷        ╷       ╷               ╷       ╷                                                          
+       Time   –––––– –––––– Memory  –––––– –––––––––––    Copy                                                             
+  Line Python native system Python  net    timeline/%     (MB/s) example1.py                                               
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+     1                                                           import time                                               
+     2     2%                 47%       8M ▁▁▂▁▂▂▂▂  47%       1 import numpy as np                                        
+     3                                                                                                                     
+     4                                                           def very_slow_random_generator():                         
+     5     2%          67%                                           time.sleep(5)                                         
+     6                        26%       8M ▃  26%                    arr1 = np.random.randint(1,100, size=(1000,1000))     
+     7                                                               avg = arr1.mean()                                     
+     8                                                               return avg                                            
+     9                                                                                                                     
+    10                                                                                                                     
+    11                                                           def slow_random_generator():                              
+    12                 27%              0M ▁▁                        time.sleep(2)                                         
+    13                                  8M ▂  26%                    arr1 = np.random.randint(1,100, size=(1000,1000))     
+    14                                                               avg = arr1.mean()                                     
+    15                                                               return avg                                            
+    16                                                                                                                     
+    17                                                           def main_func():                                          
+    18                                                               avg1 = slow_random_generator()                        
+    19                                                               avg2 = very_slow_random_generator()                   
+    20                                                                                                                     
+    21                                                               print("Averages: {:.3f}, {:.3f}".format(avg1,avg2))   
+    22                                                                                                                     
+    23                                                           if __name__ == '__main__':                                
+    24                                                               main_func()                                           
+                                                                 │                                                          
+╶──────┼───────┼───────┼───────┼────────┼───────┼───────────────┼───────┼─────────────────────────────────────────────────────────╴
+                                                                 function summary for example1.py                          
+     4     2%          68%    26%       8M █  26%                very_slow_random_generator                                
+    11     1%          27%              8M █▁  27%               slow_random_generator                                     
+       ╵       ╵       ╵       ╵        ╵       ╵               ╵       ╵                                                          
+Top net memory consumption, by line:
+(1)    13:     8 MB                                                                                                                 
+(2)     6:     8 MB                                                                                                                 
+(3)     2:     8 MB                                                                                                                 
+generated by the scalene profiler                                                                                                   
+
+ + diff --git a/Scalene_Profiler/example2.py b/Scalene_Profiler/example2.py new file mode 100644 index 0000000..b9b1c09 --- /dev/null +++ b/Scalene_Profiler/example2.py @@ -0,0 +1,25 @@ +import time +import numpy as np + + +@profile +def very_slow_random_generator(): + time.sleep(5) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +@profile +def slow_random_generator(): + time.sleep(2) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +def main_func(): + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() \ No newline at end of file diff --git a/Scalene_Profiler/example2_output.html b/Scalene_Profiler/example2_output.html new file mode 100644 index 0000000..1dbfd10 --- /dev/null +++ b/Scalene_Profiler/example2_output.html @@ -0,0 +1,67 @@ + + + + + + + +
                             Memory usage: ▁▂▂▂▂▂▂▂▃▂▃▂▃▃▃▃▃▃▃▃▃▆▆█ (max:  23.36MB, growth rate:  41%)                             
+                                         example2.py: % of time = 100.00% out of   7.24s.                                          
+       ╷       ╷       ╷       ╷        ╷       ╷               ╷       ╷                                                          
+       Time   –––––– –––––– Memory  –––––– –––––––––––    Copy                                                             
+  Line Python native system Python  net    timeline/%     (MB/s) example2.py                                               
+╺━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━┿━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━┿━━━━━━━┿━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╸
+   ...                                                           │                                                          
+     5                                                           @profile                                                  
+     6                                                           def very_slow_random_generator():                         
+     7     2%          67%                                           time.sleep(5)                                         
+     8                        27%       8M ▃  27%                    arr1 = np.random.randint(1,100, size=(1000,1000))     
+     9                                                               avg = arr1.mean()                                     
+    10                                                               return avg                                            
+   ...                                                           │                                                          
+    12                                                           @profile                                                  
+    13                                                           def slow_random_generator():                              
+    14                 27%     3%       0M ▁   3%                    time.sleep(2)                                         
+    15                                  8M ▂  27%                    arr1 = np.random.randint(1,100, size=(1000,1000))     
+    16                                                               avg = arr1.mean()                                     
+    17                                                               return avg                                            
+   ...                                                           │                                                          
+                                                                 │                                                          
+╶──────┼───────┼───────┼───────┼────────┼───────┼───────────────┼───────┼─────────────────────────────────────────────────────────╴
+                                                                 function summary for example2.py                          
+     5     2%          67%    27%       7M █  27%                very_slow_random_generator                                
+    12     1%          27%     3%       9M █  30%                slow_random_generator                                     
+       ╵       ╵       ╵       ╵        ╵       ╵               ╵       ╵                                                          
+Top net memory consumption, by line:
+(1)    15:     8 MB                                                                                                                 
+(2)     8:     8 MB                                                                                                                 
+(3)     2:     7 MB                                                                                                                 
+generated by the scalene profiler                                                                                                   
+
+ + diff --git a/Scalene_Profiler/run_benchmarks_scalene.py b/Scalene_Profiler/run_benchmarks_scalene.py new file mode 100644 index 0000000..c48a174 --- /dev/null +++ b/Scalene_Profiler/run_benchmarks_scalene.py @@ -0,0 +1,182 @@ +# !/usr/bin/env python3 +# -*- coding: utf-8 -*- + +# Copyright (C) 2022 Intel Corporation +# SPDX-License-Identifier: BSD-3-Clause + +# pylint: disable=C0415,E0401,R0914 + +""" +Run benchmarks for Intelligent Indexing. +""" + +import argparse +import logging +import os +import pathlib +import time + +import joblib +from sklearn.feature_extraction.text import TfidfVectorizer +from sklearn.metrics import accuracy_score + +from utils.preprocessing import ( + clean_headline, + clean_link, + clean_short_description, + tokenize +) + + +def main(flags): + """Setup model for inference and perform benchmarking + + Args: + flags: benchmarking flags + """ + + if flags.logfile == "": + logging.basicConfig(level=logging.DEBUG) + else: + logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) + logger = logging.getLogger() + + if flags.intel: + logging.debug("Loading intel libraries...") + + import pandas as pd + from sklearnex.svm import SVC + + + else: + logging.debug("Loading stock libraries...") + + import pandas as pd + from sklearn.svm import SVC + + @profile + def get_data(path_to_csv: str) -> pd.DataFrame: + """Read in and clean data + + Args: + path_to_csv (str): processed data + """ + data = pd.read_csv(path_to_csv)[ + ['category', 'headline', 'short_description', 'link'] + ] + data = data.dropna(subset=['headline', 'short_description', 'link']) + + data.link = data.link.apply(clean_link) + data.short_description = data.short_description \ + .apply(clean_short_description) + data.headline = data.headline.apply(clean_headline) + + data['text'] = data.link + " " + data.short_description \ + + " " + data.headline + data['tokens'] = data.text.apply(tokenize) + return data + + # Read and clean training and testing data + logger.info("Preprocessing Data...") + start = time.time() + + if not os.path.exists("../data/huffpost/train_all.csv"): + logger.error( + "Train data file ../data/huffpost/train_all.csv not found") + return + + if not os.path.exists("../data/huffpost/test.csv"): + logger.error("Test data file ../data/huffpost/test.csv not found") + return + + + + train = get_data("../data/huffpost/train_all.csv") + test = get_data("../data/huffpost/test.csv") + + preprocessing_time = time.time() + logger.info( + "=======> Preprocessing Time : %.3f secs", + preprocessing_time - start + ) + + if not flags.preprocessing_only: + + # Build TFIDF features and train the model + logger.debug("Training & Evaluating Model...") + + @profile + def train_data(train,test): + vectorizer = TfidfVectorizer( + min_df=50, + lowercase=False, + tokenizer=lambda x: x) + + svc = SVC() + svc.fit(vectorizer.fit_transform(train.tokens), train.category) + training_time = time.time() + y_pred = svc.predict(vectorizer.transform(test.tokens)) + return svc, training_time, y_pred + + + svc, training_time, y_pred = train_data(train,test) + + prediction_time = time.time() + + if flags.save_model_dir: + + path = pathlib.Path(flags.save_model_dir) + path.mkdir(parents=True, exist_ok=True) + + with open(path / "model.pkl", 'wb') as outfile: + joblib.dump(svc, outfile) + + logger.info( + "=======> Test Accuracy : %.2f", + accuracy_score(y_pred, test.category) + ) + logger.info( + "=======> Training Time : %.3f secs", + training_time - preprocessing_time + ) + logger.info( + "=======> Inference Time : %.3f secs", + prediction_time - training_time + ) + logger.info( + "=======> Total time : %.3f secs", + prediction_time - start + ) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + + parser.add_argument('-l', + '--logfile', + type=str, + default="", + help="log file to output benchmarking results to") + + parser.add_argument('-i', + '--intel', + default=False, + action="store_true", + help="use intel accelerated technologies where available" + ) + + parser.add_argument('-p', + '--preprocessing_only', + default=False, + action="store_true", + help='only perform preprocessing step') + + parser.add_argument('-s', + '--save_model_dir', + default=None, + type=str, + required=False, + help="directory to save model to" + ) + + main(parser.parse_args()) diff --git a/Vtune_Profiler/.ipynb_checkpoints/VTune_Profiler-checkpoint.ipynb b/Vtune_Profiler/.ipynb_checkpoints/VTune_Profiler-checkpoint.ipynb deleted file mode 100644 index d684936..0000000 --- a/Vtune_Profiler/.ipynb_checkpoints/VTune_Profiler-checkpoint.ipynb +++ /dev/null @@ -1,66 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "e1688bc9-27e3-4728-abc9-e175eebf25ea", - "metadata": {}, - "source": [ - "# Intel® VTune™ Profiler" - ] - }, - { - "cell_type": "markdown", - "id": "d49c938a-3a5d-417a-ac6e-e73071f7b0df", - "metadata": { - "tags": [] - }, - "source": [ - "**Intel® VTune™ Profiler** optimizes application performance, system performance, and system configuration for HPC, cloud, IoT, media, storage, and more.\n", - "\n", - "- **CPU, GPU, and FPGA**: Tune the entire application’s performance―not just the accelerated portion.\n", - "- **Multilingual**: Profile SYCL*, C, C++, C#, Fortran, OpenCL™ code, Python*, Google Go* programming language, Java*, .NET, Assembly, or any combination of languages.\n", - "- **System or Application**: Get coarse-grained system data for an extended period or detailed results mapped to source code.\n", - "- **Power**: Optimize performance while avoiding power- and thermal-related throttling.
\n", - "\n", - "To get started with Intel VTune visit the article **[Get Started with Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/docs/vtune-profiler/get-started-guide/2023/overview.html)**
\n", - "\n", - "To download the Intel VTune\n", - "- **[As Part of the Toolkit](https://www.intel.com/content/www/us/en/developer/tools/oneapi/base-toolkit-download.html)**: Intel VTune Profiler is included in the Intel® oneAPI Base Toolkit, which is a core set of tools and libraries for developing high-performance, data-centric applications across diverse architectures. \n", - "- **[Stand-Alone Version](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler-download.html)**: A stand-alone download of Intel VTune Profiler is available. You can download binaries from Intel or choose your preferred repository.
\n", - "\n", - "To get help about usage of Intel VTune visit the article **[Intel® VTune™ Profiler User Guide](https://www.intel.com/content/www/us/en/docs/vtune-profiler/user-guide/2023-0/overview.html)**\n", - "\n", - "To know more about Intel Vtune visit the article **[Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler.html)**" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1d58ae05-4d29-4bac-8f29-2e591cfa26b8", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/Vtune_Profiler/VTune_Profiler.ipynb b/Vtune_Profiler/VTune_Profiler.ipynb index d684936..f0bdba7 100644 --- a/Vtune_Profiler/VTune_Profiler.ipynb +++ b/Vtune_Profiler/VTune_Profiler.ipynb @@ -1,66 +1,623 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "e1688bc9-27e3-4728-abc9-e175eebf25ea", - "metadata": {}, - "source": [ - "# Intel® VTune™ Profiler" - ] - }, - { - "cell_type": "markdown", - "id": "d49c938a-3a5d-417a-ac6e-e73071f7b0df", - "metadata": { - "tags": [] - }, - "source": [ - "**Intel® VTune™ Profiler** optimizes application performance, system performance, and system configuration for HPC, cloud, IoT, media, storage, and more.\n", - "\n", - "- **CPU, GPU, and FPGA**: Tune the entire application’s performance―not just the accelerated portion.\n", - "- **Multilingual**: Profile SYCL*, C, C++, C#, Fortran, OpenCL™ code, Python*, Google Go* programming language, Java*, .NET, Assembly, or any combination of languages.\n", - "- **System or Application**: Get coarse-grained system data for an extended period or detailed results mapped to source code.\n", - "- **Power**: Optimize performance while avoiding power- and thermal-related throttling.
\n", - "\n", - "To get started with Intel VTune visit the article **[Get Started with Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/docs/vtune-profiler/get-started-guide/2023/overview.html)**
\n", - "\n", - "To download the Intel VTune\n", - "- **[As Part of the Toolkit](https://www.intel.com/content/www/us/en/developer/tools/oneapi/base-toolkit-download.html)**: Intel VTune Profiler is included in the Intel® oneAPI Base Toolkit, which is a core set of tools and libraries for developing high-performance, data-centric applications across diverse architectures. \n", - "- **[Stand-Alone Version](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler-download.html)**: A stand-alone download of Intel VTune Profiler is available. You can download binaries from Intel or choose your preferred repository.
\n", - "\n", - "To get help about usage of Intel VTune visit the article **[Intel® VTune™ Profiler User Guide](https://www.intel.com/content/www/us/en/docs/vtune-profiler/user-guide/2023-0/overview.html)**\n", - "\n", - "To know more about Intel Vtune visit the article **[Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler.html)**" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1d58ae05-4d29-4bac-8f29-2e591cfa26b8", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e1688bc9-27e3-4728-abc9-e175eebf25ea", + "metadata": {}, + "source": [ + "# Intel® VTune™ Profiler" + ] + }, + { + "cell_type": "markdown", + "id": "d49c938a-3a5d-417a-ac6e-e73071f7b0df", + "metadata": { + "tags": [] + }, + "source": [ + "\n", + "**Intel® VTune™ Profiler** optimizes application performance, system performance, and system configuration for HPC, cloud, IoT, media, storage, and more.\n", + "- **CPU, GPU, and FPGA**: Tune the entire application’s performance―not just the accelerated portion.\n", + "- **Multilingual**: Profile SYCL*, C, C++, C#, Fortran, OpenCL™ code, Python*, Google Go* programming language, Java*, .NET, Assembly, or any combination of languages.\n", + "- **System or Application**: Get coarse-grained system data for an extended period or detailed results mapped to source code.\n", + "- **Power**: Optimize performance while avoiding power- and thermal-related throttling.
\n", + "\n", + "**For profiling python workloads**
\n", + "VTune requires minimal code modification. It also provides a GUI that is easy to use. It provides call stack information, flame graph, and hardware utilization. It can profile GPU workloads. It can profile individual threads. It provides memory consumption information. Profiling results can be shared very easily through web browser interface. It also gives low-level C, C++ functions that can be potential hotspots. The profiling overhead is high as compared to other profilers.
\n", + "\n", + "**To get started with Intel VTune** visit the article **[Get Started with Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/docs/vtune-profiler/get-started-guide/2023/overview.html)** and follow the instructions.
\n", + "\n", + "**To download the Intel VTune:**\n", + "- **[As Part of the Toolkit](https://www.intel.com/content/www/us/en/developer/tools/oneapi/base-toolkit-download.html)**: Intel VTune Profiler is included in the Intel® oneAPI Base Toolkit, which is a core set of tools and libraries for developing high-performance, data-centric applications across diverse architectures. \n", + "- **[Stand-Alone Version (recommended for this notebook)](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler-download.html)**: A stand-alone download of Intel VTune Profiler is available. You can download binaries from Intel or choose your preferred repository.
\n", + "\n", + "**To get help about usage of Intel VTune** visit the article **[Intel® VTune™ Profiler User Guide](https://www.intel.com/content/www/us/en/docs/vtune-profiler/user-guide/2023-0/overview.html)**\n", + "\n", + "**To know more about Intel VTune** visit the article **[Intel® VTune™ Profiler](https://www.intel.com/content/www/us/en/developer/tools/oneapi/vtune-profiler.html)**" + ] + }, + { + "cell_type": "markdown", + "id": "52ded70e-fe61-44e6-aabb-63ea3d0208bc", + "metadata": { + "tags": [] + }, + "source": [ + "## To Install VTune" + ] + }, + { + "cell_type": "markdown", + "id": "5207fb57-9202-4324-bad5-d59afd57c328", + "metadata": {}, + "source": [ + "1. **[Install Intel® VTune™ Profiler on your Linux* system.](https://www.intel.com/content/www/us/en/develop/documentation/vtune-install-guide/top/linux.html)**\n", + "\n", + "2. Build your application with symbol information and in Release mode with all optimizations enabled. For detailed information on compiler settings, see the **[VTune Profiler online user guide.](https://software.intel.com/en-us/vtune-amplifier-help-compiler-switches-for-performance-analysis-on-windows-targets)**
\n", + "You can also use the matrix sample application available in \\sample\\matrix. You can see sample results in `\\sample (matrix)`." + ] + }, + { + "cell_type": "markdown", + "id": "33ad7390-f04a-4c4c-b9a4-6573abf9e033", + "metadata": {}, + "source": [ + "3. Set up the environment variables:
\n", + " `source /setvars.sh`\n", + "\n", + " By default, the `install-dir` is:
\n", + " \n", + " `$HOME/intel/oneapi/` when installed with user permissions, and
\n", + "\n", + " `/opt/intel/oneapi/` when installed with root permissions.
\n", + "4. You may need to set the value of the kernel.yama.ptrace_scope sysctl option to 0
\n", + "`sysctl -w kernel.yama.ptrace_scope=0`
\n", + " If you want to know how to get started with VTune and learn while using the VTune GUI visit this **[article](https://www.intel.com/content/www/us/en/docs/vtune-profiler/get-started-guide/2023/linux-os.html)**" + ] + }, + { + "cell_type": "markdown", + "id": "f5453e1b-cf13-461f-b3ba-b39b08039202", + "metadata": { + "tags": [] + }, + "source": [ + "### DL_VTune" + ] + }, + { + "cell_type": "markdown", + "id": "ebc07592-4530-4d93-937c-2e06efe1b84c", + "metadata": {}, + "source": [ + "When using VTune for profiling Python code, **DL_VTune** is a handy tool as it provides **ITT_TAGGING**, which can be used to profile blocks of code. We can choose **different starting and end points** and give names to different sections for profiling.
\n", + "To know more about **DL_VTune** visit its **[GitHub repo](https://github.com/intel-sandbox/DL_VTune)**" + ] + }, + { + "cell_type": "markdown", + "id": "d7f2f4a1-82b8-4ab1-8177-b6150b3f1157", + "metadata": {}, + "source": [ + "#### Pre-requisites for DL_VTune" + ] + }, + { + "cell_type": "markdown", + "id": "3ce40f60-922a-4e77-9eb2-7f66a87146ab", + "metadata": {}, + "source": [ + "- Intel VTune Profiler installation **[Refer to instructions here](#Install-and-Initialize-VTune)**\n", + "- TensorFlow or PyTorch installation. Need TensorFlow or PyTorch version with oneDNN ITT Tagging support. Please refer **[dev_guide_profilers](https://oneapi-src.github.io/oneDNN/dev_guide_profilers.html)** for details.
\n", + "**Note this is only needed if your workload has Tensorflow or PyTorch code. In our example we do not have tensorflow or Pytorch code, so we do not need it.**
\n", + "- `itt-python` installation:
\n", + "`conda install -c conda-forge itt-python`" + ] + }, + { + "cell_type": "markdown", + "id": "32d99141-8de4-4af3-a5f9-ca4955d6f004", + "metadata": {}, + "source": [ + "##### Install DL_VTune" + ] + }, + { + "cell_type": "markdown", + "id": "3280fde1-ab7f-44fb-9d50-46184fc99f9b", + "metadata": {}, + "source": [ + "After all the Pre-requisites are installed, follow the below steps\n", + "- Clone the **[DL_VTune github repo](https://github.com/intel-sandbox/DL_VTune)**
\n", + " `git clone https://github.com/intel-sandbox/DL_VTune`
\n", + " `cd DL_VTune`
\n", + " `pip install .` " + ] + }, + { + "cell_type": "markdown", + "id": "ba3d5203-7fac-4fff-80c0-df460f622df7", + "metadata": {}, + "source": [ + "##### Using DL_VTune" + ] + }, + { + "cell_type": "markdown", + "id": "e8294f06-5e42-4c02-91c2-8a67b7969fdb", + "metadata": {}, + "source": [ + "We can create different domains so that VTune results can be visualized easily. \n", + "**NOTE:** below is an example template to use **itt_tagging**. Change the **\"domain\"** and **\"DLTasks\"** according to your need." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a2dd62e7-2158-439c-b080-9c137d300392", + "metadata": {}, + "outputs": [], + "source": [ + "# import itt\n", + "# # ... \n", + "# domain = itt.domain_create(\"domain\") ##Create Domain \n", + "# itt.task_begin(domain, \"DLTasks\") ##Begin a task\n", + "# # ... do the tasks #Code that is to be monitored\n", + "# itt.task_end(domain) #End the task" + ] + }, + { + "cell_type": "markdown", + "id": "0c5a91b4-df3b-449a-8d96-a12a6e8c4008", + "metadata": { + "tags": [] + }, + "source": [ + "## Example to use **VTune** for **intelligent_indexing** ref kit " + ] + }, + { + "cell_type": "markdown", + "id": "4216bfc1-89ea-48ae-a8ce-739b08c35635", + "metadata": {}, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "2f11de80-c6bf-4eac-a12d-efec1699187c", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "69c3bb2a-cf92-463c-9876-e6e3b6e53529", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "- After creating environment install **DL_VTune** in both the environments **doc_class_stock** and **doc_class_intel** using instructions above.\n", + "\n", + "**We will be using **VTune** to profile this workload below.**" + ] + }, + { + "cell_type": "markdown", + "id": "ce1ca2e5-cf11-4acc-97ca-ae0baae983ff", + "metadata": {}, + "source": [ + "To know more about different types of analysis options available with **VTune** visit the **[article.](https://www.intel.com/content/www/us/en/docs/vtune-profiler/user-guide/2023-1/running-command-line-analysis.html)**
\n", + "To know how to use the command line interface for **VTune** visit the **[cheatsheet.](https://www.intel.com/content/dam/develop/external/us/en/documents/vtune-profiler-cheat-sheet.pdf)**" + ] + }, + { + "cell_type": "markdown", + "id": "d455a23b-4eb6-41a2-b8f9-a6a92f5c88a6", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "6f8f5b13-1a39-4e46-b136-2cf5de295052", + "metadata": {}, + "source": [ + "To run **performance profiling** on intelligent-indexing ref kit. \n", + "\n", + "1. Navigate to **intelligent-indexing/src/** \n", + "\n", + " `cd intelligent-indexing/src/`\n", + "\n", + "2. Create a file **run_benchmarks_vtune.py**. We have given one for your reference. You can directly create a copy of it in the above directory. \n", + "\n", + "3. Copy and paste the file at location **intelligent-indexing/src/**\n", + "\n", + "4. Activate the environment \n", + "\n", + " `conda activate doc_class_stock` \n", + "\n", + "5. Set the environment variables to use VTune \n", + "\n", + " **Note:** replace `` with relevant directory where VTune is installed \n", + "\n", + " `source /setvars.sh` \n", + "\n", + "6. You may need to set the value of the kernel.yama.ptrace_scope sysctl option to 0 \n", + "\n", + " `sysctl -w kernel.yama.ptrace_scope=0`\n" + ] + }, + { + "cell_type": "markdown", + "id": "0da8470e-c993-4c14-8f82-e5b9334ab5b3", + "metadata": {}, + "source": [ + "Run the command below in the **Terminal** to **collect a performance snapshot** using stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "a1426e27-2120-47bb-a6dd-2f705429108d", + "metadata": {}, + "source": [ + "`vtune -collect performance-snapshot -result-dir='../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/stock_results/performance_snapshot_results/' -- python run_benchmarks_vtune.py -l ../logs/stock_stock.log`" + ] + }, + { + "cell_type": "markdown", + "id": "040cf2a1-b6b6-4346-ba04-2655325c4b79", + "metadata": {}, + "source": [ + "Run the command below in the **Terminal** to **collect hotspots** using stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "6466b195-8cc1-4668-b6ab-5f14bba6e540", + "metadata": {}, + "source": [ + "`vtune -collect hotspots -result-dir='../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/stock_results/hotspots_results/' -- python run_benchmarks_vtune.py -l ../logs/stock_stock.log`" + ] + }, + { + "cell_type": "markdown", + "id": "a881d64e-8aa2-4db9-a11c-154ea038d0ea", + "metadata": {}, + "source": [ + "##### To visulaize results" + ] + }, + { + "cell_type": "markdown", + "id": "96c41fc8-f036-47ab-ac91-599739ff8412", + "metadata": {}, + "source": [ + "Make sure that you are in the same directory as before, **intelligent-indexing/src/**.
\n", + "Run the below command in **new terminal** window to visualize **VTune results.**
\n", + "**Note:** Set the environment variables again in new terminal
\n", + "**Note:** replace `` with relevant directory where VTune is installed
\n", + "`source /setvars.sh`" + ] + }, + { + "cell_type": "markdown", + "id": "c7864232-e87c-4ab5-8039-19feb5fc6987", + "metadata": {}, + "source": [ + "`vtune-backend --web-port=8080 --data-directory=\"'../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/stock_results/\" --allow-remote-access`
\n", + "\n", + "Once this is done, follow the steps in the **To Interpret VTune Results** section of this notebook." + ] + }, + { + "cell_type": "markdown", + "id": "d6ef3291-beca-4fcf-8cc6-62b71d2d3513", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "314170e9-d79e-4577-964a-1e3f06153f01", + "metadata": {}, + "source": [ + "To run **performance profiling** on intelligent-indexing ref kit. \n", + "\n", + "1. Navigate to **intelligent-indexing/src/** \n", + "\n", + " `cd intelligent-indexing/src/`\n", + "\n", + "2. Create a file **run_benchmarks_vtune.py**. We have given one for your reference. You can directly create a copy of it in the above directory. \n", + "\n", + "3. Copy and paste the file at location **intelligent-indexing/src/**\n", + "\n", + "4. Activate the environment \n", + "\n", + " `conda activate doc_class_intel` \n", + "5. Set the environment variables to use VTune \n", + "\n", + " **Note:** replace `` with relevant directory where VTune is installed \n", + "\n", + " `source /setvars.sh` \n", + "6. You may need to set the value of the kernel.yama.ptrace_scope sysctl option to 0 \n", + " \n", + " `sysctl -w kernel.yama.ptrace_scope=0` " + ] + }, + { + "cell_type": "markdown", + "id": "c427ac90-c3f1-4a3a-8d18-870cc787a137", + "metadata": {}, + "source": [ + "Run the command below in the **Terminal** to **collect a performance snapshot** using oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "173d0b76-e00a-4111-9714-cda0887d21cf", + "metadata": {}, + "source": [ + "`vtune -collect performance-snapshot -result-dir='../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/oneapi_optimized_results/performance_snapshot_results/' -- python run_benchmarks_vtune.py -i -l ../logs/intel_intel.log`" + ] + }, + { + "cell_type": "markdown", + "id": "78aff11d-fcc5-401a-9398-19899890fe46", + "metadata": {}, + "source": [ + "Run the command below in the **Terminal** to **collect hotspots** using oneAPI optimized packages" + ] + }, + { + "cell_type": "markdown", + "id": "bf2d73d1-d794-4ddc-a123-4fd6b762c230", + "metadata": {}, + "source": [ + "`vtune -collect hotspots -result-dir='../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/oneapi_optimized_results/hotspots_results/' -- python run_benchmarks_vtune.py -i -l ../logs/intel_intel.log`" + ] + }, + { + "cell_type": "markdown", + "id": "8d75159b-aeb5-4f21-a0ea-2e3ee4678999", + "metadata": {}, + "source": [ + "##### To visualize results" + ] + }, + { + "cell_type": "markdown", + "id": "e762af75-d48d-4ee8-b0a2-d176b4b40472", + "metadata": {}, + "source": [ + "Make sure that you are in the same directory as before, **intelligent-indexing/src/**.
\n", + "Run the below command in **new terminal** window to visualize **VTune results.**
\n", + "**Note:** Set the environment variables again in new terminal
\n", + "**Note:** replace `` with relevant directory where VTune is installed
\n", + "`source /setvars.sh`" + ] + }, + { + "cell_type": "markdown", + "id": "dcd79e7e-4db6-4796-8ed8-04188d527dd8", + "metadata": {}, + "source": [ + "`vtune-backend --web-port=8080 --data-directory=\"../Profiling_Guide/Vtune_Profiler/VTune_Profiler_Results/oneapi_optimized_results/\" --allow-remote-access`
\n", + "\n", + "Once this is done, follow the steps in the **To Interpret VTune Results** section of this notebook." + ] + }, + { + "cell_type": "markdown", + "id": "43360eb9-cc9c-4c42-a937-27e1dbcc2ea3", + "metadata": {}, + "source": [ + "### To Interpret VTune Results" + ] + }, + { + "cell_type": "markdown", + "id": "cf27a00b-f62a-4caf-8bfe-4cc020bb9919", + "metadata": {}, + "source": [ + "Once you execute the **vtune-backend** command above, you will see a **url with port=8080**, paste the url in the browser and then you will be able to see a web-gui as shown below. Double-click the results on the left that you would like to analyze and then review the following steps.
\n", + "1. Go to the **Analysis Configuration** tab and verify the **Application parameters** as shown below. " + ] + }, + { + "attachments": { + "74f22d33-bb83-48d0-b782-0251df5a09f2.PNG": { + "image/png": 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" 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You can visit the **Summary** tab to get information about the total **Elapsed Time** and **Top Hotspots**" + ] + }, + { + "attachments": { + "a3a3c87c-e115-4e75-a5fc-d897662cb244.PNG": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "75c74b7b-0050-4dbe-92b4-86fb5c1ed01c", + "metadata": {}, + "source": [ + "![vtune-pic2.PNG](attachment:a3a3c87c-e115-4e75-a5fc-d897662cb244.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "82dfe741-fee4-4845-9a81-a63607ccbfdd", + "metadata": {}, + "source": [ + "3. To view the **Call Stack** visit the **Bottom-up** tab. You can sort the results based on **CPU Time** by clicking the **⬇** adjoining it." + ] + }, + { + "attachments": { + "b1dc710d-1d3b-458c-81d1-8bbeb311f4c4.PNG": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "56937ae4-e793-4e21-bf09-58d3436ccf40", + "metadata": {}, + "source": [ + "![vtune-pic3.PNG](attachment:b1dc710d-1d3b-458c-81d1-8bbeb311f4c4.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "18565af8-7370-430e-8c93-4c3cd92c39ef", + "metadata": {}, + "source": [ + "4. If you want to know the location of any module (for example: **_count_vocab**) in code. **Click** the module (**_count_vocab**) and a **new tab** will open. For example **text.py** in this case." + ] + }, + { + "attachments": { + "32ede12c-71f4-41cf-bdb0-35a91621f35c.PNG": { + "image/png": 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AjAIY/wglKzwlSAs2Qz+uzt74/7Uia5l52Xrq/W3jpCqlu1lZmp+X+fmMLN8qyOMnNe/DMDXZ/7og+Y8yZl2z/rWsbDysyLOo1Q0n1cdSuLUsGWf7S5K9uyWV/3T4AqQCgvQZUa/KptNW5mW1fOItHBAvnkn5fl6WTUxw2q+2x5s52SgfeSsAnA1Hu3mvzm3JvrfsVLzYl60bG1L5zfs7cWpSueu3I1cdr7NhftsPXHeNMsuSu7kqpSd1bwUYDEeyk/fO8cOB1DwYMWpPSrJxY6nRjjMf5SR3uyT7L7wVwvxaltX5VSn/6v09dFDnw5zm+vPs65yscY8E8NKA8Y9QssJTgrRgM/Tj6myN/9+PpHzHNeijDIn6LyXJqQmYWZa1+yUpPShI/preHGcsN7rN7WU+WpPNR2b9+6uucXFtQyrH3moN6nKwnXcN/2t5KTzQ9dc80zFr9gmDI80QpM+Wk/LqgI3/mux9uiRr3x5I7XdvEQyIA9m6tmX+C53Zl60BGf8H21m5/nDfXGWGgRMp3+7F+D+Q0o2sFPdOhmT/XwKebmGCDoQRi3WHJcneKMrerz20xKE3/j2o8yH6vP78VpGNTEH2zu0hMwAkCcY/QskKTwnSgs3Qj6uzM/5rB1K65Y3KjzT+vVFBmTUpB017ZySlLm+90fVHzGTulM03AxyXnbcK5vM7rcu1Q+WvHzQa/fX/XsIoSzEE6bNl4Mb/SUXWBjXaGkIMztAebQZ0ntSImc/Lzn+9v8+dHo3/X7Ykc7tsvgWJgQk6IEYr1h18kRn8m3XDAnU+RL91ty77D6/L9Uf0WABeBjD+EUpWeEqQFmyGflydifF/Ui3Jqo7az+Rk404u2vg/LMl185ntZrZeLToj9ZsdogMp/d1sc96eWuHoW/2dTOB3dHRx9Pr7DzNm/1ZbHzhAqiBIny0DN/6dUYqY02cDxn88BnOenn2dlfm7FXOVGRZ6NP7VkMP4TxZM0AExWrFu/+EZpNQbFqjzIU5Rd53+0nmmlgOApMD4RyhZ4SlBWrAZ+nE1eOPfMffmndQ7O8/rjnkYZfy7Zv28FJ94C4LU9qSg2/l0zzVX/L+jzArtYJjPc9/6Y/73pajr36+SymBEIUgPgpo8q2w18wtnliV/v+zMmRFl/Nf+U5bNfDMfcbd5NmqVjea6Fm1UztE+rT2TysMNyTrpxYzMsax++liqv5Rl7U6lPdb8fiLV4Bwjer50/bYVD6TkbbP1HAZyHxu1xMVfSl6+dTeFw9Helqx5v6Opzbb2LDl+nZHnze21a0lKv3jr9kV7HvmG4W357bayPKnK40+bczpkPspL4euqnHRI9VT7T0W2Arnnl26sOt85+H5N1v5lif4nB1LZ3bTW4XaaxkvtyWMp+PXYK8f9WKaK+xC68GPneuseR8479iXJ3i7IY1OGew+zUjr0Vgqic92s+XPRNPepvW7ZiGf8HzwKtNs2nbau9Il/z+DIM8VMu9S5QNw0fnnZ+slyrmOWe8sxh98KNNSfbDXnORhA+pT2OYVKbhlGmqChGOx8p/s8RK2/k5Hl3IZsVZ6Z+rUkW345BtpoS90IzOMSPOZmrC7K3i+P3fhjzuvGv8xZe3Egj736uXT7sRy05Z83x1He9FI1ulq64e5T25EkHOucc3XbiynmeHLm/JafHkj5TkH2Op/mM6J5fbDqmu1t1N7m9GjmlG/dXsv12PY7fcSh3ut8XE53/Wm/lkTUxwC9Xn9ODiuyc795D6HXuM1y1G+c5vrjXnd6ekikb0/ntF0tmXPTw/cA4FzB+EcoWeEpQVqwGfpxdQbGv7lpftQ0djoZ/zrSKbqjrTfI5vObXkfdSRNi/u5i/Dc6GceumbD6vfn2b/sB8ylepxqGH4L0aTkyneqsbHy9Lyf+07Hf63L0dMd0SE0H+UG78V837Sx7oyA7T4+k5n+nXpNneyVZ1YlOO71BM2wj/jXlV849lrpvRPvHr6nGwrFGO9Frm1IOx476iex9vmpiXPsjxui3JqKMWl2+KsWHa5K7V5FnnrlW/3VPijcysvlT1GPMpqFwJqjJkilK1fLzzttZltHvWlfWPms3Yp1juW321TJx5VFZj3tH9o8DP/TiSPZ3C07atrZz+WJPCvpm2dd78uw37ztahntFyVpMXvc8FaXs/E5ZDvzv+HX4o1DaORv/3ZGcXrc6rfefx6adFKXyvNZ88Gx+46DsHkdbuWtdVIN775mc+OfFq4ubebO863w0ozDi3y2bvV9KsrZWkqpfB14cSPnRXmtZ9ljuB9vXuxhmR7JzM3fK1E112f8iL/kHpt02DLy61J7vydZtU4YPCxYT1MTgT9ZkK+yq/m7qyrcbEZOea9qPnOS/CBy7of7bM9kzv6/ma+HY0/8AAMSmSURBVLge6L2WvW7oOQ/fg+kyE/8077zuVs38fWNJlq65c0Lo7+vcSa1vauo+ZSXrtN1mnXf26dGqueeqWNpiMrGutleQpTuP22JK1TlXUfefydHfiP947b32ZEvyn4RSXRpqPxUlbyuTnuNQP3W+D/q4/hz9a0PWvmh/yFw73JGNu6F0oR69Xn/qpm5lchvy2Jyvxv2QWX/v86zkG4OQgrgxrt/rz/4D0y79wVBx8PtFKt7wAkgNGP8IJSs8JUgLNkM/rgZv/IeINv5PpHJHb0ijOl5HUl7Vz/0O3oFsqXGfsXf4GqOb/E6Gd8O7+mDLyeevI310MuDip94oQib3TT0E6dOhI//snVPDi6psmnbT2tE9kNKNDoanPmzr1LkcKuO/y7H8d0fyLSP+61K9n7OP1HY4kp3V9sn3+jP+5yVr4lhbdHpS7NDp780M6x1z/J9nLG9n6IjMjBTDjozWn1yHOVTM+V0NH4vOyWLqT0SNdGK8dcS/FddUbL+2uKam9fwqWodvdJ77pfZjwVw/ip3PtRr/1mPRFHTXQ/VIl2Wl+CTievRiX4p5U7YdL1fxjMAGQ2v8ZyS/fRBRx+NgL/f6T5sy/6BZYs7bhsE5fpyBBV3KtBtafyPfMPTe9AmZoEffrnZ4c8Qec7T+Zc2x2H9H22lgxL9H78Z/a2zU7+f+7zPvL0O4/nRru9/b4mAysU6Nf/v50hHU5zXiv8lZGv9K3ZTN6t2dxoMVNcTzn1ct57aPONRHne+PHq8/tutLAI0HORNnWhjk9Ufvdazx9XTXH6c/ZfpAna5PLTDiHyCVYPwjlKzwlCAt2Az9uDpX4187LtHGv/95s4N3sJ11tqU3zS039DpKyRnNH+hkBEa6tN1k++tHjCCCdECQPg2eQdZpdNnD0KSDpmN8veNoMzUOOoyaHSbjXyc37SUNmKYa898+isBmbvU74t8aEzuatb2ZYX2h5R8eTa0PSCyTpKs52Uy7ZkMf7LYep05yGT3KN5qWNB4qTeVxMy+5v9vOo2dqWq85is2Yb8W9pnU/1/XnoVQ/N1eloCPXw2mOtG51mWheR6x3PjdR9SmCoTX+49fhnspdY0+j/ero/oxkMoFyVqPZltqrBzReWtMWejj1psUEVeN5s/M9iNmvTMt3dMBE728m9G78t5ZDmzkdqj9aPzumvrLGz+RinZNWJZjq5+aGbH5/mgdMg+OsjX8Hc8+7kS/Kztcbkv8idP/s00cc6r3On4Ierj/d4+W+FEODiPq6/nip/1Ybabo01U9Ocrdycj3S+O//+hP32gMA6QbjH6FkhacEacFm6MfVuRr/vY34NzRGr7h5YHUEf+n+mixnMpJ/ZPZHb7zDxn9ER8afX6AfowmGA4L0aehunmjbbTN7tE11UaQZMUzGvx5LL4ZE5Ai+JjaTo+0cNkih8a+Gab7VlDh4dF3yu+0Gf/Rx+7Qff7Q5GY2mZljKbbamazLUawfy+KbtPHY/T932w72m9XeunTQTt801KZjmyGkX9rYUVK/nsyMd69J5Eb8O917ugdHd/92RXGZLdr7Ny3Vv1K8ahZ0fVHWjQ7v1aYs5MY63rZxi/I6Fszb+9XNbnW1V+FjPM9bV5WSvKKv3QimkzoG2cxuLHtu7Od4DTW2kbSAqj3zPcaifOn8a4l9/usVwtw617nv374QxfZQ7S5L7LJQa6Pe61H55LDlr/e1edzvtx2muPQCQHjD+EUpWeEqQFmyGflydo/Hv3uDGzvHvoyNsHjUn0lrKF+Sx5sf1Oi2ZLzybX0f06vejRihrh8R83nuHC4YFgvRp8DrtvYz419F1HUf8d2GYjH9G/PeFpofKfO6dt3pVipkNqViMpERG/OsEpZlNqQZN9AZR57Hd8Gml+4j/WKl+OqB1wjecHfQ8dkkv1J2o+hRBx7p0XsSsw32Vu6bNyTgpcPShv5OfvjFa2B2E0Gnkchxe5hH/mgal22TX7Zx/rNMy632/B0vbuY1FL+29Zn4j78wXUdf5GvIRc/H0EYcSHfFviHv9SWLEv6YLiryHiBwoYGtvQWKM+O8l1Q8ApBKMf4SSFZ4SpAWboR9X52r8q1EW9ZljtHUy7sPoq/pm/UYnzp8MOOr1fW/93jtcMCwQpE9H7zn+tVMaY/LTKIbJ+K+bDrimBIk6lt91NN+ylBq5su35tpscRef41wnG23DfaGqPfacxwyJMxN/rdnOiHwJmS4sJE6aPHP86GbCmR4h8XKAp2j4KbFPrU8TDmPrzHVnL2M6jnqcuOZatkwIH0JQTat5EtgM1Z6PNHT1vLca/QSdLjcytHYuzNv7NefPS6V2POnenRssmRnzoq9zNGfrXmqz9qyo7N31jzRtB/NTU1fkB5HrXHOEJ5PjXmHI9Mse/qV9PtpzJdINbVXPZbtDuS3EAxr/8Zu7X7nRou1aSiHUHsnUtuk7piPHo859Enbec21jEbe9HsndP61igZF4cSOn2huw8bz+inuNQH3X+VMS9/liuL0FsOf57vf5oO7Q/3K7Ls2/XJGOtv1p3+7/+9Dy5Lzn+AVIJxj9CyQpPCdKCzdCPq3M1/l0DxXSqdPRdCGcyPvNZs0NUk73PliVj7fC5E3/NzwdH/5hOx03ttEWMCDIdvvn5THyjBIYOgvRpOZLK3axsfL0vJ36b+r0uR093pJDfkK0HltHq2pG8tSalvWdyEhxxa7538nzPfJaXx8+9ZWGGyfg3aEc/lytI+TDQja7X5NneY9m44U4y2hJq/GOvnrQsr/92IOV7qyaWWLryOqr4dnNiRaX+a1VKdzUX+SCNfxMf72nKs32pebtRrx3JfnlLVq8tDTTOuekV9mQnn+848ljPb36tJNVfW86W1A7LUrht6kHbiO267H+Rk9y9shwEYnb9t2ey9/WGZDN5KR0Gt6UG+5KsfXsgNS/di7Puo1VZzm3IWmSqn6KUy2ve7zROlin3kqx+FOfBlo7UDjxkbsM15TJmHx5XW1PROObRtTWptO2XaYuf5GVzd1+O/AJ0MOfreF927uVkcy+4PMwZG//etTrqejoYtGzixId+yt2gx3DT1K9A+j8dqX7d1OPrXd7miYfW37zkH1TkWeMcmfLTuHg7L1sPCxYT1Cv3cvNYHF4cSfWLVWeUdjsat5cl/0W1GbcNdVNPyp/nJXOjIHuhOlyvFiX7oNqIDYq2w00Th7KDMP4Nfnvfe27iY8uxnJi2ZT7LP5bA9MCGJGKdHsu8LJl4UzFxPtiCnAckN7bkIKpZJVLnLec2FjHau/PwOidbTyxxSj8zZd9+zeo1DvVT509H3OuPM4nxZ63XEuf+pmrqyV2bwd/j9efXihPLdxr3D+5xl24vS+6uub5EGv/9Xn/c604vdaVedftRjnqJ9wBwrmD8I5Ss8JQgLdgM/bg6X+Nfb2RvmBvSTOhmVw02Z3nrCFrtpDsPA0IjaGs/mU6tWR4e/eP/dtYsb+n6qPmiI7lOnV4BzhOC9CAwHc7Klmz4k9NlliV/vyzPTIPx28/8tVA7aZvQLiPLuVUpfL0X6Pz71KRyV9eJ0lJgVP05cFKVx5+uNlKHzV/Lyuqnj2XvvxGmrnfs+Y/cuUac82XW12xjURz9uNlYP/NR3pynqpyY7ahx42zDH537S6k5UWlweds5jDhnL55J+X7em0xWfysnGw/Lsj/o3r4+zGjZvw445ze4T/7xe59bCE/aunTDrVtHth8LHfPSjQ3ZKu+3nN8lb3Slf/3wcySfVEvWeh8HZ6L5yONXY9pc054fyd7upmzk9IG1+Q2vbu23tREfry366+u+3/DKsOXhicvBo+aEknaFDUtzvfXruVXRBqc/J042NEr29NRl/2Gn41iSLdsI5B7KvYmObp9vfdvCr8sPBmdOOvX3ll+GS5K9W3Ljg5rZzrLweQ7FYOc7W1L5T6fKGK4rGoP9c+Ct0kJdDtS89FMk6vmqPDNbcY1xZ9mjA2cUtbsPrvz86WpOO8v8a0HjWEKxKBxPdSLd2wV5vGd+K7hficU6b8T/yb6UHzWvWe76lZYHsmHOrs4bwscfliW29NTeNR1W8LPANTxcxhuV8C/1FoeU3uv8Kejh+lP7j06wHryW+PU+ml6uP/XnZdlsOe4tKT81B+4McnCX+fHr1Ncf50FUj+eREf8AqQTjH6FkhacEacFm6MfVORv/5sbZdAzUtNcb37X7JSk9KEje6TRmZC082q1uOnH6QEA7uWubUnpUks0196Y7kzM3022dOH3NOev8vj8ZcPHTvHtDn8mZDqW9EwPpgCANAOfCbxXZmO884nR08N6eCz2IBxhdqPMwTLhvNdvejgaA0QPjH6FkhacEacFm6MfVuRv/Sv15cFRORpZvFeSx7fVk5cUzqTxsjlzrPoI0NHopxghdSAcEaQA4L3TU/1nm/h4avNGrkfOBAIwa1HkYJrQ+8hAK4KUB4x+hZIWnBGnBZujH1Zkb/wBnBUEaAM4NJyXdAFNYDCu/bEnmhu2NOoARhToPQ8Szr3Ptb0ADwMiC8Y9QssJTgrRgM/TjCuMfUgtBGgAAAAAAAEYBjH+EkhWeEqQFm6EfVxj/kFoI0gAAAAAAADAKYPwjlKzwlCAt2Az9uML4h9RCkIaDR0vOXB/x9RKkZonCmZDWdk6itcRkgvCSUatsWNtCtJak9Iv3ZQCwQrsCAIgHxj9CyQpPCdKCzdCPK4x/SC0EaQAAAAAAABgFMP4RSlZ4SpAWbIZ+XGH8Q2ohSAMAAAAAAMAogPGPULLCU4K0YDP04wrjH1LLkydPvH8BAAAAAAAApBeMf4SSVfWHXa+1AQw3NkM/rk5t/OsGEEIIIYQQQgghhFB/Chv/tnUQQgi9XFJshn5c+duIAyP+YajopfICAAAAAAAADCuM+EcoWeEpQVqwGfpxhfEPqYUgDQAAAAAAAKMAxj9CyQpPCdKCzdCPK4x/SC0EaQAAAAAAABgFMP4RSlZ4SpAWbIZ+XGH8Q2ohSAMAAAAAAMAogPGPULLCU4K0YDP04wrjH1ILQRoAAAAAAABGAYx/hJIVnhKkBZuhH1cY/5BaCNIAAAAAAAAwCmD8I5Ss8JQgLdgM/bjC+IfUQpAGAAAAAACAUQDjH6FkhacEacFm6McVxj+kFoI0AAAAAAAAjAIY/wglKzwlSAs2Qz+uzt74/7Uia5l52Xrq/W3jpCqlu1lZmp+X+fmMLN8qyOMnNe/DMDXZ/7og+Y8yZl2z/rWsbDysyLPw6r+WZdXZXmetlk+8L0DaIEhDk7pU7/vtekv2ddHTrUY7Lz5xVmrlvzuSa4kDJ1K+7W1jtSxH7loB+vgNgBGi9qQkGzeWGnU+81FOcrdLsv/CWwGgL/Zly9SnjveJYOVoN++1R++a9JKT6Pn4rSIbXiykDDoQOE+0ccNv+4E+r1FmWXI3V6X0pO6tEMLpz65K+Vfv76HjSHby3rE8pAUop41DGP8IJSs8JUgLNkM/rs7W+P/9SMp3XIM+6mav/ktJchn3xmftfklKDwqSv6YXy4yslcPWW3N7mY/WZPORWf/+qnvzdG1DKsfeasrJnmzezJmbKbuW9TfNbxT2oh4wwLBDkIYg+w+1TRvdLovzOO+wJNedG2/TYQrGBp/Aw0E3PtVk71NvGw/st+o9/4ZSeyaVhxuSCz6sfFSVk99PpHJnTSqpefZ4IFvXtsx/4aXE1PXsjaLs/RphTiQO9fFsSTI+YfyfDj1/mM5NzuF8OPcTlEEn9P6JNn4gpRtZKe6dSOwr6dAb/x46EAbjP0D/cQjjH6FkhacEacFm6MfV2Rn/NXNzc8szuiI7dN4ogcxaq2n2wlwsb+jyguz95i0z+E/QM3dCo3GPy85bBfP5Hcso3Xbq5uYka7aTNTcow2JhQO8QpCHISXnVjTd+x6Nh7Bcjbrxds8kx7b0OlW/sr35vjyQ9/8ZxRTbWNmWnciBHgVHRtcMd2chvyNrNFHTmGmAuvcwcfJEZsjfkqI9ni74Blab49DJDW2jlHM4Hxn9XMP4Nv2xJxh84Mmpg/IfoPw5h/COUrPCUIC3YDP24OhPj/6RaklUdtZ/JycadnGOUWW/2vNGy1x+1j9mrV4uSUQOuYTQcSOnvarBtSCXwMMDn6Fv9nUz3m8rf9qSgDwlubMkBrn+qIUhDkNqPBSfWNGPGvhTVlL8Z9UDQjynNG/Oj711jf/Mne3Do7TfM9nObUo1Kg3KcklFcDTCXXmbUtMH4f5nA+E8PtIVWMP6HEYx/g5rjGP8vCRj/CKVFeEqQFmyGflwN3vj3R8Be25Cd5/XGCFnbzZ5r1kfkxq7tSUG38+meOMl4/L+jbpj0hsN8nvu205h/zdGtbyFkZesXXP+0Q5CGFrwY0IwnnrF/vxrxZo+X0z+Qz9819nOy819vQZgefkMfXma3OyUisaTSaLxBoPI6DLVnUr6f91Ka5WXrp/b0ZLX/lGUz38y9Hjn3SYOaHFXLUvo076U9m5elGxtSqlqia1se47CWpPSLt24LNXlW3vRSt7nS39iqPHNj+qAIpVJaurEqha/35Ghvq+X8t+Zcrbv75qdfyixL/tPHYjt8h5MDqexuNvPb6/r3yxHnty77D5tl4Zvl+kB8zfm9jCx/siPPwg+Efj+R6tcFWfV+Q/Pnbzwsy/4vZVnzr4Mhei/3XjH1O1B+bbpWMmuE6aPca0dSLZekcGvZeeCvdSp7t2Qvj17rY1R+6XpVNhvfsRjcfbXFs6vzB4+8cr69I9WK9xtmH0pPTeQ53vPqQUZyn5m6732nSQ/tvVuZG21UwkfTX51vHFPoe1Zayiu4D637275vyXByWJGd+xuS9fYl81FeNsuWcv+l5OX2duucxin3HLkpLLf2OtzDnlTlsbUMT290h8ui2bbb68NSeLBOaL/02Atfazo773MLtf9UZCuQ59yN21U5+H5N1v5lqQc9xeDm+ag9eSwFP0Z6cX4/NHioVtlwPw+dw3p101tu1M2sjW3899IWzT482Wqco8Y+6Lxoa26szHzk9rV8mtc5o9Bb0M3jNLLG7u60bGN+U6rhG5+WuLkkW4G89b7xr3GhUY4mhmk7CW/Gp7drXGCeJiM33gdj8pLkH1bb22TgfDrf7XY/0Adt7atFtnuomlTutq7X6aFJS7kHyrZrmfdx7CdV06Zs1+pTG//txzx/t+KWl+W6H4717TGl+7W31zgUO8479BaHgmD8I5Ss8JQgLdgM/bg6A+PfXESd/NXun52MfzetRtSIMr1gms/9kbQnFVnTv7sY/51uOjTFj75hkIk0AiFNEKShBSdGBONJTfbuZSS/G22kaPqSTDBm/OexZDPF9s6sTw+/oduOenOgOxr/irL3S0nW1kyn6tjbzosDKT9qNfac1GU3CrLz9Ehq/s/VTWd3rySrpuPTMveJx7OvTUfn9paUzXfqXqyu/3YgO3eWOuxzL+aSGoFZyd7bkf3jWiPe1n97JnuPVk1HsWIxJ/vhmTzWfLnauWvsdl1qh2UpaLq4tuuBe15L2znJf7Enz35rHmv916ps3d5on6vhhb4llpONrwPr/16Xo72iZLukl9Pr3+puVSqfrZnO4UFjH49+emzKK9hV1Hq0JGtf77ekhKofm33SlHmW614/5X4a4o3476fctQyXZFUfcvj13CnDHVm71uGNmZ7qo7v/duNEtxN1H6LEbYsJ1HnPVMvc2XGNL01zeG1Jlq6tyc5/dEFNKp9m2gyR/tp7fyP+49f5VmLVL5036pO8bD0JbefFM9m5a5brQ5BzoL5XkExuQx7vBeLQiyPZ+zwreetgFPfcFh+uSe5epfFApP7rnhRv2K8b2t7z+aJUnjeP3albX6yaWGbux3toC9Hog+y8/cH3f3ck//d241D3a+2zdgPeORZT52wTfx+V9bi1nQSO05yv/d2Ck4azrR70HIPdNlt2fqcsB/53/Pj4USi9qEOHeGKOcVDGf39t0aDb9x766fluHJO5Rjze3W8xHtUEtr1J7aDleKM/09/HGSDR0eDVQVbtb046bfzOhmx8GzD6vXaS/eKguczjNNc4/a3ij6Y+r61Jqeqf67ocfF+SvWD9dmKoiR2m7Z74dVXr1tMd2cyfQUyJU5facB9odDL+ldoTEyM+KcuRV698aj8VJW+7/vR87OYa90Ve8g9MzGqY1uZa/XzP3DuZ9R92qxcxUZM/4j7cyQbgPwwIcPSvDVn7ov1ho5NW824oPbBHr3Go9zjfWxwKPrzB+EcoWeEpQVqwGfpxNXjjP0S08a+jXfUCF9WxNB28Vf3cv5E+kC0dHZOx31g3LpiRNx3+SJCITg2kDoI0DDPRRmMctMOQkfz2QVsHpxXTsb1hYmhUB1jTCfXSydROaWQM7WCMhNGJYM3v2rpCiqZU6m4ix0FNY/vxqzlxve2NCz2Gecn/32fe3yFeVGVztbOZ36S7Mepc/24UYpjwavxnpRgYHdlAU+K1jfgfcLnHIJYxO+By79yGeqiPhuht6XY6lWPMtphEnVfz7+/FgJnq3tcU9pr1xqlzcc2Xju29e/22Eb/OtxKrfjkcmbayKkX/bQudEyrfOup5aHDMWls7dMvNOs/Uk2LzTdcG2t6jH4Idfav3v/HbQieiTOODR9fbH3BrvMx1MJH/uyOr4WPp1k7M71tH/FuJqqNunI+cx0vjY5v53SGeDND4j6RjWzQ4289KoRLj6lSvSjGzYUmLWpfq50tS+LFjJOuOKddc4E3J+k/6ZkRB9hqb1f5a+/VJ27i9TDRlYvD7yumucfpbmVumjDseqrnufhpx3VVMbCnmTZkOMrScofGv1E37Wr3bfLtKDfH855a3HPo5dm27kQPnvDn7OtXh2Gg9bX+ArftcuZuRYviJgC3OBND6mQvfCw4yDkXG+X7ikAvGP0LJCk8J0oLN0I+rczX+XSM+qmPpf968kT7Yzjrb0otoywXeXDydyX3NZ5E3HeYiz2j/0YIgDcNMZ9OyGx1MiCAa1zp0eNzOnSV1USg9jmrpRk5W8ybGRnbcYu6T4WD7emdzQVO3Rc690CMvwql+zHF8WpI9q2Ggx2AzRHx0pOJ1KR16f3o4r7bfbr4Orq9q527mJff3zsaoXv/im7012Q+l+snd3ZTyL5bz2G+5n4I4xmy/5e6+bp9rpL5w0gfcXJX8jWEx/rv/TiJ1vs1gaDeErMZ/X+09ylTtTG91vkmc+tXEtJWHedn4ekeKectbOkkTStPVaL+3cnLdagh1OLc2Y9AsyzzoUANPazoHsY22jTCS9eFq5/SaOoCn9Tj7fROutxjcrU1rfAzH+Q7tfJDGf19t0RBpLtqxPsCJeGujd8y5yvhpftzR/ZlMphn/1NDMbLX9Tk8x+JTXuFj3XxqTu5wPjev91NdIztj4dzDnfyNflJ2vNyT/Rai/7NPHse8/zATSXLZjvfb0i5Z/+G2eiPrbvYz2TfxqbZt9xaGe43w/ccgF4x+hZIWnBGnBZujH1bka/72N+DfoyK6ce7OsuVA3H5WkdH9Nls0NZ/6R2R+9EFtvOtzRA/Pz9gsspBOCNAwz2rHof2RdBxMiiHYivQ5IJ7XEX42jmlrlUWuqG339+KTS6VXtmPtk0E63bT9aFW9bfaGpE+6umngf7th1P4awYaCvgy/lNp10A35qBqVeO5DHNzt16tzrXz8maIP6iex9vmrqUchc66fcT0kcY7afcnfSOVwzZRV8fd5Qr5l7hHudjiF+fVSijSDdTqdyjPc7idT5foz/vtv7MBv/huOKbPw9I6tfR+cHTwZzr3pnSXKfhVJG/F6X2i+PJWc1hHoz/ruf097aQmfaR9tqnvDM5+2DZrrvV3v9jG6H0fQeg7ufj/b96PCdOGZtHOO/77Zo6NH4dx7WXCvIXiAli30UdT8EDEtn7o1V2dktSsYz6p1UQJZBVj3F4FNe42LVM6fM7NsNqp94FkmcutRGj8a/OfMHX+Ql8/dg+Yfo+dhjXA/02DrV4Z7QNwha++zWt44M3cu6vX71Hof6ifO9xaFG5gIjjH+EkhWeEqQFm6EfV+do/LsXvNg5/n30ifuj5sQ6S/mCPNZZhbybmMwXlvELzmgls/5ARrrAsECQhmFGc5EuWcySeHTvMDjoCKiOo+La0UnV7flIDR07bjH3yaAdmP4fegwIvSa0xXw9hh5G/KupoSMbrSk2uneE+zVBWzH7nAmlQeij3E+LXq+7HUvv5W469zej0+917pzHr49K9LZ0O53KMd7vJFLn28y/dkPIuecKtOH+23sMo8dCv3U+Tv1q4IxoNWVSq8vR9+6o1v7i7OnRNBKRb5K2lZdPh3NrMwbNssRG/Csto23bDTifREb89xWDu7Xp8xnx339bNETWpWg0BVRjgnv9/gD7QHosmgrFSfOjOdedfpZ7ndIyXv2+/Th7isGnvMZ1vnZ46D6fcr6DnolTl9poj/PReG9DlY+kXjPnNR8xF0Ifx57oiH9DywNHp37Z792SGPHfX5zvJw65YPwjlKzwlCAt2Az9uDpX419z3kZ95ryGqMZ/3Bs/zYtq1rd2vLXTZD6LnOwKUglBGoYbNZFzJr5FdS5qUv08KzlrvvkOJkQL2nGwTVQYjXaI7R0ed386G//+6/0hfq+3doh+M/H7TnT+1EFx8q+1aLNQU1ZYjf8ecvxrhy4iPUv9+Y6saR7jyE6de/2LZWb+siVLkef9QEo6cq/l0tZ7uZ+WWMZsz+XeoU79psZEJ7Ojh/po0P23mxaaX7pTOcZsi0nU+TaDobvx3397121HpdIw5zc0iaLPWRv/Tg7r26ZdB4zgox8LsmrNY91ETSu9R5z/uylL2+noEz1eu/ldl2ffrknGagj1aPxrDEgox79LwOy3pdzw6SPHv77ho2kxItuJpu78KLDNvmKwG+c75tZuOyb9TtF+DrV/YS3HALqfXcqg/7ZoiDQXO6Dl44z614nHr/fVLiPRa9YXVSfNj/sWgftGQeHHfdm5aTcz9fjt8VzPfbgcT3eNi/6tVg6289F57s+CMzX+3flPWt4QfGFix237HCg9H7uJBcnk+PcImP1Rbx05WOJMEFuO/17jUH9xvp845ILxj1CywlOCtGAz9OPqXI1/p0NhPrMZ8s4oEvNZ80bV3AR+tiwZa0ffveGcjxjJqSNTdFudRipA+iBIw/BzJOW7pnNVeSa1hlFWl9rzPdMZW5Lsvb2IjkdMs1HR9AG31pxUKSdBY+j3upyY39m6lZfHz71lhrrpsGdvFGXvVy+QmvWOnu7IZm5ZNu52GrFlYvA9Tau230jJUq8dyX55S1avLbXFeO1Y5ddKsvf8pNUkfHEiz/bMZ/nHEmG/x8a5vmRysvF1VY5ajt19Lbt9cjbX3CmXN2T1i9Z0C/Vfq7JlOsitRoOmpDPb+fagUX71357J3qNVWc5tyNqgUv2oGTC/JKsPK3IQTAFhzvn+w6xkvzho7zj2WO6nJbYx21O5a0oCc3yf78mJf4AvTJ3aNR31jzZko6PZ0WN9rBYl+6Dakk6odliWTdM+s4Mw/g1nXuf7MP77b+8iz77OyvVPK42JIt3jeCwbOVNXLSN6ldh1PkSc+lV7siU5fbgSPLce+ln+biUinurDM/ct0cGkOgnwa0XWrq3JzqG/XT++L0vu7tpAUv0oTt3KF6XyvLn/Tiz6YlXyX5j78YEa/+Z8Okbbnux9vtQ+mWYAv85X/frlYM6BaVuF22af2h5W1GX/i5zk7pVNrPMWGZxj+XpDspm8tKZo6ycG+3HenH/nd7zt1Wum/pZk9SOboaz9iKwzaXTj13+vyUF5UzY0/761HAPEMP5P0xb7Mv4Nzqj/++YYBvzAy52zxJRjYFJejbGZfF7yEQ9kezP+Dae4xsU1/vUerfJJXjZ39+UoeHHQOny8Lzv3crIZmDz91ES0787EMP6de56cbD2xxDf9zFzn2geh9Hrs2nZN+T4w14RG23Xj3dZts/2HXdJV9YGb3mdPdky96jRnkTOJ8WetMcVpX1VzP3DXZvD3GIf6ivP9xCEXjH+EkhWeEqQFm6EfV+dr/DujmExnLBO6+Dl5MHW5jlTxlhn8/HfhDmftJ9OhN8vtowH8uQTWpNLrHTMMNQRpSAc1Odp7LIVb+uBSY9GSZG97Kcpa0FF5zUnD2rVkOnXtEc6hbdKxjCznVqXwtZrb3joBak9KsuGvm1mW/KePZe+/pkOjnVLn+xGm1ItnUr6fb0zCqhObbTwsy35UbD2pyuNPVxup2ZwJGfXYNZ+7xbzrFR3xv1Z+Zs7vjmw2Jof1zq+tA+x0xFxzpvbElEm+9RzsW85V+JiXbmzIVnlfTsw51864s8x0dhsl4xhA7nKrbB1EZ/Sk2ebTspQa50vL0PxWpUMO8x7LvWd+KTUn07RJUzx4q7bQU7nXZD+Qvi/zUd7Z/yOzYTVvnO9HGSU91ce6HGiH3k8TqOWoD+ScOuEtawxCOEVbPKM6f/CodX82HWetWQf9svDvuYIDIfpu76Gymb+WlVX/u0H6qPNqLFvXbWhJSr94KxuC+Y9VTQPf3Ef6+6e6ZhmB/t8dyelnZ5TWo/68LJvB+H53S8pPzRE3zkugvoTbVKMN1aRyN7A8dPwOTt1qjUUl5zrSrMMDe7DhjLY124yTHia0X24brpo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" + } + }, + "cell_type": "markdown", + "id": "c034e032-d2ab-4f19-b3c5-b519e363a166", + "metadata": {}, + "source": [ + "![vtune-pic8.PNG](attachment:32ede12c-71f4-41cf-bdb0-35a91621f35c.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "acebd799-d59e-4b13-9900-4c84e01dd6bc", + "metadata": {}, + "source": [ + "5. To see the **Caller/Callee** information visit the **Caller/Callee** tab. Once you **Click** any **function** it will show the **callers** and **callees** on the right side. " + ] + }, + { + "attachments": { + "9c9d894b-a38c-454d-8237-e41470578e7e.PNG": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "1fbc2f54-704b-450d-bc8e-18a294b8b434", + "metadata": {}, + "source": [ + "![vtune-pic4.PNG](attachment:9c9d894b-a38c-454d-8237-e41470578e7e.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "4335f3a1-2a41-4880-ad63-d4fa50de38df", + "metadata": {}, + "source": [ + "6. To view the **Top-down Tree** and check **CPU Time** visit the **Top-down Tree** tab and it will show the **module location** and **function** that calls the module." + ] + }, + { + "attachments": { + "39212f36-d6b0-479d-8a28-4c4c939c81ff.PNG": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "8d380af6-4258-4f51-8cea-615bd8260048", + "metadata": {}, + "source": [ + "![vtune-pic5.PNG](attachment:39212f36-d6b0-479d-8a28-4c4c939c81ff.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "166cd82f-7324-4293-9edc-118b858f1833", + "metadata": {}, + "source": [ + "7. To view the **Flame Graph** visit the **Flame Graph** tab. The **color coding** on the top bar shows the information about how different modules are called (example: **User**, **System** etc.) when code is executed. " + ] + }, + { + "attachments": { + "cd81f7f0-8c65-47da-b69d-d74a73fe5607.PNG": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "id": "258b34fc-12cc-4ad6-a4d9-cd66df918734", + "metadata": {}, + "source": [ + "![vtune-pic6.PNG](attachment:cd81f7f0-8c65-47da-b69d-d74a73fe5607.PNG)" + ] + }, + { + "cell_type": "markdown", + "id": "4651dd1e-31a1-46f5-bcf5-6b189bc86750", + "metadata": {}, + "source": [ + "8. The **Platform** tab shows the functions called **with respect to time.** It also shows the **CPU utilization** when the function is called. You can **click** on the **\"+\"** icon to **Zoom In** and **\"-\"** icon to **Zoom Out** and adjust the **unit of time axis.**" + ] + }, + { + "attachments": { + "b0ce1898-6aac-4345-84ba-e86643e3f7d2.PNG": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "ac58e11a-01f8-480c-95bd-43553eee25de", + "metadata": {}, + "source": [ + "![vtune-pic7.PNG](attachment:b0ce1898-6aac-4345-84ba-e86643e3f7d2.PNG)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Vtune_Profiler/run_benchmarks_vtune.py b/Vtune_Profiler/run_benchmarks_vtune.py new file mode 100644 index 0000000..e8a652a --- /dev/null +++ b/Vtune_Profiler/run_benchmarks_vtune.py @@ -0,0 +1,189 @@ +# !/usr/bin/env python3 +# -*- coding: utf-8 -*- + +# Copyright (C) 2022 Intel Corporation +# SPDX-License-Identifier: BSD-3-Clause + +# pylint: disable=C0415,E0401,R0914 + +""" +Run benchmarks for Intelligent Indexing. +""" + +import argparse +import logging +import os +import pathlib +import time + +import joblib +from sklearn.feature_extraction.text import TfidfVectorizer +from sklearn.metrics import accuracy_score + +from utils.preprocessing import ( + clean_headline, + clean_link, + clean_short_description, + tokenize +) +import itt + +itt_domain = itt.domain_create("domain") + + +def main(flags): + """Setup model for inference and perform benchmarking + + Args: + flags: benchmarking flags + """ + + if flags.logfile == "": + logging.basicConfig(level=logging.DEBUG) + else: + logging.basicConfig(filename=flags.logfile, level=logging.DEBUG) + logger = logging.getLogger() + + if flags.intel: + logging.debug("Loading intel libraries...") + + import modin.pandas as pd + from sklearnex.svm import SVC + import ray + ray.init() + print("Loaded intel libraries...") + + else: + logging.debug("Loading stock libraries...") + + import pandas as pd + from sklearn.svm import SVC + print("Loaded stock libraries...") + + def get_data(path_to_csv: str) -> pd.DataFrame: + """Read in and clean data + + Args: + path_to_csv (str): processed data + """ + data = pd.read_csv(path_to_csv)[ + ['category', 'headline', 'short_description', 'link'] + ] + data = data.dropna(subset=['headline', 'short_description', 'link']) + + data.link = data.link.apply(clean_link) + data.short_description = data.short_description \ + .apply(clean_short_description) + data.headline = data.headline.apply(clean_headline) + + data['text'] = data.link + " " + data.short_description \ + + " " + data.headline + data['tokens'] = data.text.apply(tokenize) + return data + + # Read and clean training and testing data + logger.info("Preprocessing Data...") + start = time.time() + + if not os.path.exists("../data/huffpost/train_all.csv"): + logger.error( + "Train data file ../data/huffpost/train_all.csv not found") + return + + if not os.path.exists("../data/huffpost/test.csv"): + logger.error("Test data file ../data/huffpost/test.csv not found") + return + + + itt.task_begin(itt_domain, "Data_Preprocessing") + train = get_data("../data/huffpost/train_all.csv") + print('PreProcessed Training Data') + test = get_data("../data/huffpost/test.csv") + itt.task_end(itt_domain) + preprocessing_time = time.time() + print('PreProcessed Test Data') + logger.info( + "=======> Preprocessing Time : %.3f secs", + preprocessing_time - start + ) + + if not flags.preprocessing_only: + + # Build TFIDF features and train the model + logger.debug("Training & Evaluating Model...") + + def train_data(train,test): + vectorizer = TfidfVectorizer( + min_df=50, + lowercase=False, + tokenizer=lambda x: x) + + svc = SVC() + svc.fit(vectorizer.fit_transform(train.tokens), train.category) + training_time = time.time() + y_pred = svc.predict(vectorizer.transform(test.tokens)) + return svc, training_time, y_pred + + itt.task_begin(itt_domain, "Training") + svc, training_time, y_pred = train_data(train,test) + itt.task_end(itt_domain) + prediction_time = time.time() + print('Trained and tested Model') + + if flags.save_model_dir: + + path = pathlib.Path(flags.save_model_dir) + path.mkdir(parents=True, exist_ok=True) + + with open(path / "model.pkl", 'wb') as outfile: + joblib.dump(svc, outfile) + + logger.info( + "=======> Test Accuracy : %.2f", + accuracy_score(y_pred, test.category) + ) + logger.info( + "=======> Training Time : %.3f secs", + training_time - preprocessing_time + ) + logger.info( + "=======> Inference Time : %.3f secs", + prediction_time - training_time + ) + logger.info( + "=======> Total time : %.3f secs", + prediction_time - start + ) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + + parser.add_argument('-l', + '--logfile', + type=str, + default="", + help="log file to output benchmarking results to") + + parser.add_argument('-i', + '--intel', + default=False, + action="store_true", + help="use intel accelerated technologies where available" + ) + + parser.add_argument('-p', + '--preprocessing_only', + default=False, + action="store_true", + help='only perform preprocessing step') + + parser.add_argument('-s', + '--save_model_dir', + default=None, + type=str, + required=False, + help="directory to save model to" + ) + + main(parser.parse_args()) \ No newline at end of file diff --git a/P_Profile/Python_Profile.ipynb b/cProfile_Profiler/cProfile_Profiler.ipynb similarity index 75% rename from P_Profile/Python_Profile.ipynb rename to cProfile_Profiler/cProfile_Profiler.ipynb index ffaf341..b0868e6 100644 --- a/P_Profile/Python_Profile.ipynb +++ b/cProfile_Profiler/cProfile_Profiler.ipynb @@ -7,7 +7,266 @@ "tags": [] }, "source": [ - "## Profile (Function Profiler)" + "## cProfile* (Function Profiler)" + ] + }, + { + "cell_type": "markdown", + "id": "e2ecb0fb-fb7d-4fbc-909b-63ad72498336", + "metadata": {}, + "source": [ + "**cProfile** is a C extension with reasonable overhead that makes it suitable for profiling long-running programs. No code modification is required to use this profiler. It provides a call stack graph and execution time of functions that help identify hotspots. It does not profile GPU workloads. It cannot profile individual threads. It does not provide memory consumption information.
\n", + "Python includes **cProfile** as a built-in module. The cProfiler module provides all information about how long the program is executing and how many times the function gets called in a program.\n", + "If you want to know more about this profiler visit the **[Python official documentation](https://docs.python.org/3/library/profile.html)** " + ] + }, + { + "cell_type": "markdown", + "id": "83e0f380-214e-4ea9-b737-bd45271b353d", + "metadata": {}, + "source": [ + "### To Install cProfile\n", + "No specific installation is required because it comes **in-built** with **Python.**
\n", + "To visualize results after profiling, we need **Snakeviz and gprof2dot.**
\n", + "**Using pip**
\n", + "**To install Snakeviz**
\n", + "`pip install snakeviz`
\n", + "To know more about **Snakeviz** visit **[official documentation](https://jiffyclub.github.io/snakeviz/)**
\n", + "\n", + "**To install gprof2dot**
\n", + "Install the requirements **graphviz** and **eog** first
\n", + "`apt-get install python3 graphviz`
\n", + "`apt install eog`
\n", + "and then install **gprof2dot**
\n", + "`pip install gprof2dot --user`
\n", + "To know more about **gprof2dot** visit **[official documentation](https://github.com/jrfonseca/gprof2dot)**
" + ] + }, + { + "cell_type": "markdown", + "id": "444e7cb6-fb19-43cb-8779-b2d1146cf64d", + "metadata": {}, + "source": [ + "### Ways to Profile Python Code using cProfiler\n", + "- **1. Using cProfile in the python code:** Code modification is required to use this way of profiling. You can selectively choose what functions to profile.\n", + "- **2. Using cProfile in command line to profile python script:** No code modification is required to use this way of profiling. It profiles the whole python script." + ] + }, + { + "cell_type": "markdown", + "id": "c6a72a3c-bf0e-4882-bd0f-32b0461a8199", + "metadata": { + "tags": [] + }, + "source": [ + "### 1. Using cProfile in the python code:" + ] + }, + { + "cell_type": "markdown", + "id": "3dd98f97-17dd-4147-82e8-0eb55eafeee0", + "metadata": {}, + "source": [ + "Create a python file **example1.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step. Note the comments in the code explaining how cProfile is implemented." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "36435214-5b71-4a50-ae62-f55271c31404", + "metadata": {}, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", + "# import cProfile\n", + "\n", + "# def very_slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(5) ##Added 5secs sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "\n", + "# def slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(2) ##Added 2secs sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# prof = cProfile.Profile() #Create a cProfile Object\n", + "\n", + "# def main_func():\n", + "# prof.enable() ##Enable profiling from this line\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", + "# prof.disable() ##Disable profiling after this line\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "\n", + "# if __name__ == '__main__':\n", + "# main_func()\n", + "# prof.print_stats() ##Print Profiling results" + ] + }, + { + "cell_type": "markdown", + "id": "18a56b55-9038-4ede-b47f-472b273983ac", + "metadata": {}, + "source": [ + "To profile the **example1.py** file using **cProfile** execute the below line" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "224502e0-b5df-49a1-80aa-c52f6fd6dc60", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Averages: 50.004, 49.980\n", + " 47 function calls in 7.053 seconds\n", + "\n", + " Ordered by: standard name\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 2 0.000 0.000 0.003 0.001 <__array_function__ internals>:2(prod)\n", + " 2 0.000 0.000 0.000 0.000 _asarray.py:110(asanyarray)\n", + " 2 0.000 0.000 0.004 0.002 _methods.py:161(_mean)\n", + " 2 0.000 0.000 0.000 0.000 _methods.py:65(_count_reduce_items)\n", + " 1 0.000 0.000 2.026 2.026 example1.py:12(slow_random_generator)\n", + " 1 0.000 0.000 5.027 5.027 example1.py:5(very_slow_random_generator)\n", + " 2 0.000 0.000 0.000 0.000 fromnumeric.py:2907(_prod_dispatcher)\n", + " 2 0.000 0.000 0.003 0.001 fromnumeric.py:2912(prod)\n", + " 2 0.000 0.000 0.003 0.001 fromnumeric.py:70(_wrapreduction)\n", + " 2 0.000 0.000 0.000 0.000 fromnumeric.py:71()\n", + " 2 0.000 0.000 0.000 0.000 {built-in method builtins.getattr}\n", + " 2 0.000 0.000 0.000 0.000 {built-in method builtins.hasattr}\n", + " 2 0.000 0.000 0.000 0.000 {built-in method builtins.isinstance}\n", + " 2 0.000 0.000 0.000 0.000 {built-in method builtins.issubclass}\n", + " 2 0.000 0.000 0.000 0.000 {built-in method numpy.array}\n", + " 2 0.000 0.000 0.003 0.001 {built-in method numpy.core._multiarray_umath.implement_array_function}\n", + " 4 0.000 0.000 0.000 0.000 {built-in method numpy.core._multiarray_umath.normalize_axis_index}\n", + " 2 7.007 3.504 7.007 3.504 {built-in method time.sleep}\n", + " 1 0.000 0.000 0.000 0.000 {method 'disable' of '_lsprof.Profiler' objects}\n", + " 2 0.000 0.000 0.000 0.000 {method 'items' of 'dict' objects}\n", + " 2 0.000 0.000 0.004 0.002 {method 'mean' of 'numpy.ndarray' objects}\n", + " 2 0.039 0.020 0.042 0.021 {method 'randint' of 'numpy.random.mtrand.RandomState' objects}\n", + " 4 0.006 0.002 0.006 0.002 {method 'reduce' of 'numpy.ufunc' objects}\n", + "\n", + "\n" + ] + } + ], + "source": [ + "!python example1.py" + ] + }, + { + "cell_type": "markdown", + "id": "45a7543f-9f24-465c-985b-15d2547ccafd", + "metadata": {}, + "source": [ + "As it can be seen above, the results include the **execution time of different functions.**
\n", + "The result has 6 columns in the table, explained below:\n", + "\n", + "- **ncalls:** It represents a number of times that function was called. It can have two numbers separated by a slash in case of recursive calls. The first number, in that case, represents total calls including recursive calls and the second number represents primitive calls excluding recursive calls.
\n", + "- **tottime:** It represents total time spent in that function excluding time spent in sub-functions of that function.
\n", + "- **percall:** It represents tottime divided by ncalls.
\n", + "- **cumtime:** It represents total time spent in that function including time-spent in sub-functions of that function.
\n", + "- **percall:** It represents cumtime divided by ncalls.
\n", + "- **filename:lineno(function):** It represents filename, line number in file and function name.
\n", + "\n", + "If you want to know more about **cProfile [visit official documentation.](https://docs.python.org/3/library/profile.html)** " + ] + }, + { + "cell_type": "markdown", + "id": "ef0c16e5-2e5d-4ce8-9463-b925b0962c4d", + "metadata": { + "tags": [] + }, + "source": [ + "### 2. Using cProfile in command line to profile python script" + ] + }, + { + "cell_type": "markdown", + "id": "92ca6f1e-ea99-4472-852c-0d63c28186c6", + "metadata": {}, + "source": [ + "Create a python file **example.py** and **uncomment** the code. We have already created one for your reference, so you are free to skip this step." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d68e2055-319d-413c-ad7f-6cd2a96d2593", + "metadata": {}, + "outputs": [], + "source": [ + "# import time\n", + "# import numpy as np\n", + "\n", + "# def very_slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(5) ##Added 5 secs sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "\n", + "# def slow_random_generator(): ##Function to generate random number\n", + "# time.sleep(2) ##Added 2 secs sleep to simulate very slow generator\n", + "# arr1 = np.random.randint(1,100, size=(1000,1000))\n", + "# avg = arr1.mean()\n", + "# return avg\n", + "\n", + "# def main_func():\n", + "# avg1 = slow_random_generator()\n", + "# avg2 = very_slow_random_generator()\n", + "\n", + "# print(\"Averages: {:.3f}, {:.3f}\".format(avg1,avg2))\n", + "\n", + "# if __name__ == '__main__':\n", + "# main_func()" + ] + }, + { + "cell_type": "markdown", + "id": "179a4d36-fb41-4f04-b15b-fa82c8e2a794", + "metadata": {}, + "source": [ + "To profile the **example.py** file using **cProfile** execute the below line" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2ad5b8f3-1df0-40ed-a5b9-1dc825d5b73c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Averages: 49.971, 50.028\n" + ] + } + ], + "source": [ + "!python -m cProfile -o example_output.prof example.py" + ] + }, + { + "cell_type": "markdown", + "id": "8451c411-083e-4ec6-b3e3-28a3026fb0f6", + "metadata": { + "tags": [] + }, + "source": [ + "#### Load Profiling Results From File using \"pstats\"" ] }, { @@ -15,59 +274,711 @@ "id": "a4fdb261-55a8-442a-a921-f9b5108a0f4b", "metadata": {}, "source": [ - "**1. %prun**: Use this magic command to profile single line of code.\n", - "For example ->\n", - "```\n", - "def sum_of_lists(N):\n", - " total = 0\n", - " for i in range(5):\n", - " L = [j ^ (j >> i) for j in range(N)]\n", - " total += sum(L)\n", - " return total\n", - "```\n", - "To profile this specific function use
\n", - "**%prun sum_of_lists(1000000)**

\n", - "**If you want to know more about %prun magic command visit the [ipython documentation](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-prun)**
\n", + "We can print the outputted profiling results by converting it to a Stats object and calling the **print_stats()** method on it. The `print_stats()` method accepts a list of arguments that can be used to filter results. For example -" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bddcdec5-6ac7-43b8-aaf9-75f1f7e4d3a2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tue May 2 13:44:00 2023 example_output.prof\n", + "\n", + " 83176 function calls (81130 primitive calls) in 7.530 seconds\n", + "\n", + " Random listing order was used\n", + " List reduced from 936 to 10 due to restriction <10>\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 220/219 0.006 0.000 0.008 0.000 {built-in method builtins.__build_class__}\n", + " 365/8 0.001 0.000 0.380 0.047 {built-in method builtins.__import__}\n", + " 96 0.000 0.000 0.000 0.000 {built-in method builtins.abs}\n", + " 5 0.000 0.000 0.000 0.000 {built-in method builtins.any}\n", + " 3 0.000 0.000 0.000 0.000 {built-in method builtins.callable}\n", + " 288 0.000 0.000 0.000 0.000 {built-in method builtins.chr}\n", + " 1 0.000 0.000 0.000 0.000 {built-in method builtins.dir}\n", + " 60 0.000 0.000 0.000 0.000 {built-in method builtins.divmod}\n", + " 7 0.001 0.000 0.001 0.000 {built-in method builtins.eval}\n", + " 117/1 0.000 0.000 7.530 7.530 {built-in method builtins.exec}\n", + "\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pstats\n", + "p = pstats.Stats(\"example_output.prof\")\n", + "p.print_stats(10)" + ] + }, + { + "cell_type": "markdown", + "id": "c80fa3a8-cd4c-4eb9-b1a3-f9bffa92fdc0", + "metadata": {}, + "source": [ + "The result has 6 columns in the table, explained below:\n", + "\n", + "- **ncalls:** It represents a number of times that function was called. It can have two numbers separated by a slash in case of recursive calls. The first number, in that case, represents total calls including recursive calls and the second number represents primitive calls excluding recursive calls.
\n", + "- **tottime:** It represents total time spent in that function excluding time spent in sub-functions of that function.
\n", + "- **percall:** It represents tottime divided by ncalls.
\n", + "- **cumtime:** It represents total time spent in that function including time-spent in sub-functions of that function.
\n", + "- **percall:** It represents cumtime divided by ncalls.
\n", + "- **filename:lineno(function):** It represents filename, line number in file and function name.
\n", "\n", - "**2. %run**: Use this magic command to profile the python script.\n", - "The different flags used below are
\n", - "- **-p**: run program under the control of the Python profiler module (which prints a detailed report of execution times, function calls, etc)
\n", - "- **-r**: return the pstats.Stats object generated by the profiling. This object has all the information about the profile in it, and you can later use it for further analysis or in other functions.
\n", - "- **-s**: sort profile by given key. You can provide more than one key by using the option several times: ‘-s key1 -s key2 -s key3…’. The default sorting key is ‘cummulative time’.
\n", - "- **-D**: save (via dump_stats) profile statistics to given filename. This data is in a format understood by the pstats module.
\n", - "**If you want to know more about %run magic command visit the [ipython documentation](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-run)**" + "If you want to know more about **cProfile [visit official documentation](https://docs.python.org/3/library/profile.html)** " + ] + }, + { + "cell_type": "markdown", + "id": "bc17b7a2-6e06-40d2-b1a2-dae58a749d40", + "metadata": {}, + "source": [ + "#### Customize **pstats** " + ] + }, + { + "cell_type": "markdown", + "id": "abd92d1f-8c20-4f92-a738-f6f8598eb098", + "metadata": {}, + "source": [ + "To understand and manipulate the results, **pstats** can be customized to sort the results by different columns." + ] + }, + { + "cell_type": "markdown", + "id": "2f148631-67f7-48f0-871f-ced5c12e16eb", + "metadata": { + "tags": [] + }, + "source": [ + "##### To Sort Profiling Results According to Multiple Columns" + ] + }, + { + "cell_type": "markdown", + "id": "2bd93f29-9d83-40cd-b62b-80df5d96242e", + "metadata": {}, + "source": [ + "Below we are sorting the results based on **total time (tottime -> pstats.SortKey.TIME)** and **cummulative time (cumtime -> pstats.SortKey.CUMULATIVE).**
\n", + "**.print_stats(10)** is used to print **top 10** results after sorting " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e0950093-782d-48d2-a0ca-018540700d74", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tue May 2 13:44:00 2023 example_output.prof\n", + "\n", + " 83176 function calls (81130 primitive calls) in 7.530 seconds\n", + "\n", + " Ordered by: internal time, cumulative time\n", + " List reduced from 936 to 10 due to restriction <10>\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 2 7.007 3.504 7.007 3.504 {built-in method time.sleep}\n", + " 116 0.136 0.001 0.136 0.001 {built-in method io.open_code}\n", + " 762 0.076 0.000 0.076 0.000 {built-in method posix.stat}\n", + " 2 0.050 0.025 0.050 0.025 {method 'randint' of 'numpy.random.mtrand.RandomState' objects}\n", + " 1 0.043 0.043 0.043 0.043 {method 'dot' of 'numpy.ndarray' objects}\n", + " 33/31 0.037 0.001 0.041 0.001 {built-in method _imp.create_dynamic}\n", + " 116 0.023 0.000 0.023 0.000 {built-in method marshal.loads}\n", + " 116 0.022 0.000 0.022 0.000 {method '__exit__' of '_io._IOBase' objects}\n", + " 417 0.006 0.000 0.093 0.000 :1514(find_spec)\n", + " 220/219 0.006 0.000 0.008 0.000 {built-in method builtins.__build_class__}\n", + "\n", + "\n" + ] + } + ], + "source": [ + "p.sort_stats(pstats.SortKey.TIME, pstats.SortKey.CUMULATIVE).print_stats(10);" + ] + }, + { + "cell_type": "markdown", + "id": "281f03f0-b11a-49eb-a167-60957ab2bbb0", + "metadata": { + "tags": [] + }, + "source": [ + "##### To Filter Entries Of Profiling Results using Pattern" + ] + }, + { + "cell_type": "markdown", + "id": "436094d1-a248-4493-9c63-e694ec14f819", + "metadata": {}, + "source": [ + "Below we are filtering the results based on **some pattern in code.** In this case, we are using **print_stats** to print results that include keyword **sleep.**" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "0413ab66-0bc1-433d-b1db-b657ee088c43", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tue May 2 13:44:00 2023 example_output.prof\n", + "\n", + " 83176 function calls (81130 primitive calls) in 7.530 seconds\n", + "\n", + " Ordered by: internal time, cumulative time\n", + " List reduced from 936 to 1 due to restriction <'sleep'>\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 2 7.007 3.504 7.007 3.504 {built-in method time.sleep}\n", + "\n", + "\n" + ] + } + ], + "source": [ + "p.print_stats(\"sleep\");" + ] + }, + { + "cell_type": "markdown", + "id": "b93d625f-987b-41ce-96bd-fd97510586c4", + "metadata": { + "tags": [] + }, + "source": [ + "##### To Reverse Order of Profiling Results using **reverse_order()**" + ] + }, + { + "cell_type": "markdown", + "id": "74c35c46-98d6-48dc-a069-b6d5696a29f8", + "metadata": {}, + "source": [ + "Below we are sorting the results based on **cummulative time (cumtime -> pstats.SortKey.CUMULATIVE)** and using **reverse_order()** to reverse the order of results and then we print **top 10** results." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "13a72eb1-473d-496c-b0f8-98eb855c32de", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tue May 2 13:44:00 2023 example_output.prof\n", + "\n", + " 83176 function calls (81130 primitive calls) in 7.530 seconds\n", + "\n", + " Ordered by: cumulative time\n", + " List reduced from 936 to 10 due to restriction <10>\n", + "\n", + " ncalls tottime percall cumtime percall filename:lineno(function)\n", + " 1 0.000 0.000 0.000 0.000 :782(is_package)\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/pickle.py:84(UnpicklingError)\n", + " 1 0.000 0.000 0.000 0.000 {method '__exit__' of '_thread.RLock' objects}\n", + " 1 0.000 0.000 0.000 0.000 {method '__enter__' of '_thread.lock' objects}\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/threading.py:750(BrokenBarrierError)\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/urllib/__init__.py:1()\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/random.py:805(seed)\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/threading.py:1147(daemon)\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/site-packages/numpy/core/multiarray.py:1071(copyto)\n", + " 1 0.000 0.000 0.000 0.000 /glob/development-tools/versions/oneapi/2023.0.1/oneapi/intelpython/latest/lib/python3.9/site-packages/numpy/ma/core.py:155(MaskError)\n", + "\n", + "\n" + ] + } + ], + "source": [ + "p.sort_stats(pstats.SortKey.CUMULATIVE).reverse_order().print_stats(10);" + ] + }, + { + "cell_type": "markdown", + "id": "ce2ba70e-09e5-495f-87a9-106a1cd08f4e", + "metadata": { + "tags": [] + }, + "source": [ + "##### To Print Callers and Callees Functions in Profiling Results (**print_callers()** & **print_callees()**)" + ] + }, + { + "cell_type": "markdown", + "id": "c7202e06-c9d8-4fdd-8793-1c6b3410fe9d", + "metadata": {}, + "source": [ + "**Note**: The **strip_dirs()** removes the full path and show just function without it's location, it is preferred to use this if you want to remove redudant information.
\n", + "The **print_callers** function prints different parent functions that make call to sub-functions. In this case we are printing **top 5** results from **print_callers**" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "90774c6d-2d27-45a3-9c41-d493ad57a383", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Random listing order was used\n", + " List reduced from 918 to 5 due to restriction <5>\n", + "\n", + "Function was called by...\n", + " ncalls tottime cumtime\n", + "{built-in method builtins.__build_class__} <- 1 0.000 0.000 __future__.py:1()\n", + " 21 0.001 0.001 __init__.py:1()\n", + " 1 0.000 0.000 __init__.py:26()\n", + " 2 0.000 0.000 __init__.py:76(CFUNCTYPE)\n", + " 1 0.000 0.000 __init__.py:340(__init__)\n", + " 3 0.000 0.000 __init__.py:509(PYFUNCTYPE)\n", + " 3 0.000 0.000 _datasource.py:1()\n", + " 2 0.000 0.000 _endian.py:1()\n", + " 9 0.000 0.000 _exceptions.py:1()\n", + " 4 0.000 0.001 _globals.py:1()\n", + " 4 0.000 0.000 _internal.py:1()\n", + " 1 0.000 0.000 _internal.py:240(_missing_ctypes)\n", + " 6 0.000 0.000 _iotools.py:1()\n", + " 1 0.000 0.000 _machar.py:1()\n", + " 1 0.000 0.000 _polybase.py:1()\n", + " 1 0.000 0.000 _pytesttester.py:1()\n", + " 2 0.000 0.000 _ufunc_config.py:1()\n", + " 1 0.000 0.000 _version.py:1()\n", + " 9 0.000 0.000 arrayprint.py:1()\n", + " 1 0.000 0.000 arrayterator.py:1()\n", + " 1 0.000 0.000 chebyshev.py:1()\n", + " 20 0.000 0.001 core.py:1()\n", + " 2 0.000 0.000 ctypeslib.py:1()\n", + " 7 0.000 0.000 datetime.py:1()\n", + " 2 0.000 0.000 decoder.py:1()\n", + " 1 0.000 0.000 defchararray.py:1()\n", + " 1 0.000 0.000 defmatrix.py:1()\n", + " 1 0.000 0.000 encoder.py:1()\n", + " 7 0.000 0.000 extras.py:1()\n", + " 1 0.000 0.000 function_base.py:1()\n", + " 3 0.000 0.000 getlimits.py:1()\n", + " 1 0.000 0.000 hermite.py:1()\n", + " 1 0.000 0.000 hermite_e.py:1()\n", + " 1 0.000 0.000 hmac.py:1()\n", + " 9 0.000 0.000 index_tricks.py:1()\n", + " 1 0.000 0.000 laguerre.py:1()\n", + " 1 0.000 0.000 legendre.py:1()\n", + " 1 0.000 0.000 linalg.py:1()\n", + " 1 0.000 0.000 memmap.py:1()\n", + " 1 0.000 0.000 mixins.py:1()\n", + " 2 0.000 0.000 npyio.py:1()\n", + " 5 0.000 0.000 numbers.py:4()\n", + " 1 0.000 0.000 numeric.py:1()\n", + " 1 0.000 0.000 numerictypes.py:1()\n", + " 12 0.000 0.000 parse.py:1()\n", + " 17 0.000 0.000 pathlib.py:1()\n", + " 8 0.000 0.000 pickle.py:1()\n", + " 2 0.000 0.000 platform.py:3()\n", + " 2 0.000 0.000 polynomial.py:1()\n", + " 1 0.000 0.000 polyutils.py:1()\n", + " 1 0.000 0.000 py3k.py:1()\n", + " 2 0.000 0.000 random.py:1()\n", + " 3 0.000 0.000 records.py:1()\n", + " 7 0.000 0.000 selectors.py:1()\n", + " 1 0.000 0.000 stride_tricks.py:1()\n", + " 5 0.000 0.000 subprocess.py:10()\n", + " 11 0.000 0.000 threading.py:1()\n", + " 1 0.000 0.000 utils.py:1()\n", + "{built-in method builtins.__import__} <- 52/8 0.000 0.380 :220(_call_with_frames_removed)\n", + " 313 0.000 0.002 function_base.py:475(add_newdoc)\n", + "{built-in method builtins.abs} <- 96 0.000 0.000 datetime.py:492(__new__)\n", + "{built-in method builtins.any} <- 3 0.000 0.000 enum.py:179(__new__)\n", + " 1 0.000 0.000 platform.py:830(uname)\n", + " 1 0.000 0.000 sre_compile.py:292(_optimize_charset)\n", + "{built-in method builtins.callable} <- 2 0.000 0.000 copyreg.py:12(pickle)\n", + " 1 0.000 0.000 copyreg.py:22(constructor)\n", + "\n", + "\n" + ] + } + ], + "source": [ + "p.strip_dirs().reverse_order().print_callers(5);" + ] + }, + { + "cell_type": "markdown", + "id": "34a50ad3-c1b1-4257-ae51-fa8dd725dbc7", + "metadata": {}, + "source": [ + "The **print_callees** function prints different sub-functions that are being called by parent functions. In this case we are printing **top 5** results from **print_callees**." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b3f096c6-2a8c-4664-89c1-02239ed5737b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Random listing order was used\n", + " List reduced from 918 to 4 due to restriction <4>\n", + "\n", + "Function called...\n", + " ncalls tottime cumtime\n", + "{built-in method builtins.__build_class__} -> 1 0.000 0.000 __future__.py:81(_Feature)\n", + " 1 0.000 0.000 __init__.py:28(RTLD_for_MKL)\n", + " 2 0.000 0.000 __init__.py:102(CFunctionType)\n", + " 1 0.000 0.000 __init__.py:154(py_object)\n", + " 1 0.000 0.000 __init__.py:163(c_short)\n", + " 1 0.000 0.000 __init__.py:167(c_ushort)\n", + " 1 0.000 0.000 __init__.py:171(c_long)\n", + " 1 0.000 0.000 __init__.py:175(c_ulong)\n", + " 1 0.000 0.000 __init__.py:184(c_int)\n", + " 1 0.000 0.000 __init__.py:188(c_uint)\n", + " 1 0.000 0.000 __init__.py:192(c_float)\n", + " 1 0.000 0.000 __init__.py:196(c_double)\n", + " 1 0.000 0.000 __init__.py:200(c_longdouble)\n", + " 1 0.000 0.000 __init__.py:221(c_ubyte)\n", + " 1 0.000 0.000 __init__.py:228(c_byte)\n", + " 1 0.000 0.000 __init__.py:233(c_char)\n", + " 1 0.000 0.000 __init__.py:238(c_char_p)\n", + " 1 0.000 0.000 __init__.py:244(c_void_p)\n", + " 1 0.000 0.000 __init__.py:249(c_bool)\n", + " 1 0.000 0.000 __init__.py:254(c_wchar_p)\n", + " 1 0.000 0.000 __init__.py:259(c_wchar)\n", + " 1 0.000 0.000 __init__.py:319(CDLL)\n", + " 1 0.000 0.000 __init__.py:376(_FuncPtr)\n", + " 1 0.000 0.000 __init__.py:405(PyDLL)\n", + " 1 0.000 0.000 __init__.py:445(LibraryLoader)\n", + " 3 0.000 0.000 __init__.py:510(CFunctionType)\n", + " 1 0.000 0.000 _datasource.py:74(_FileOpeners)\n", + " 1 0.000 0.000 _datasource.py:196(DataSource)\n", + " 1 0.000 0.000 _datasource.py:535(Repository)\n", + " 1 0.000 0.000 _endian.py:23(_swapped_meta)\n", + " 1 0.000 0.000 _endian.py:46(BigEndianStructure)\n", + " 1 0.000 0.000 _exceptions.py:32(UFuncTypeError)\n", + " 1 0.000 0.000 _exceptions.py:38(_UFuncBinaryResolutionError)\n", + " 1 0.000 0.000 _exceptions.py:54(_UFuncNoLoopError)\n", + " 1 0.000 0.000 _exceptions.py:72(_UFuncCastingError)\n", + " 1 0.000 0.000 _exceptions.py:81(_UFuncInputCastingError)\n", + " 1 0.000 0.000 _exceptions.py:99(_UFuncOutputCastingError)\n", + " 1 0.000 0.000 _exceptions.py:118(TooHardError)\n", + " 1 0.000 0.000 _exceptions.py:123(AxisError)\n", + " 1 0.000 0.000 _exceptions.py:215(_ArrayMemoryError)\n", + " 1 0.000 0.000 _globals.py:33(ModuleDeprecationWarning)\n", + " 1 0.000 0.000 _globals.py:47(VisibleDeprecationWarning)\n", + " 1 0.000 0.000 _globals.py:60(_NoValueType)\n", + " 1 0.000 0.000 _globals.py:97(_CopyMode)\n", + " 1 0.000 0.000 _internal.py:205(dummy_ctype)\n", + " 1 0.000 0.000 _internal.py:240(_missing_ctypes)\n", + " 1 0.000 0.000 _internal.py:244(c_void_p)\n", + " 1 0.000 0.000 _internal.py:249(_ctypes)\n", + " 1 0.000 0.000 _internal.py:559(_Stream)\n", + " 1 0.000 0.000 _iotools.py:133(LineSplitter)\n", + " 1 0.000 0.000 _iotools.py:229(NameValidator)\n", + " 1 0.000 0.000 _iotools.py:421(ConverterError)\n", + " 1 0.000 0.000 _iotools.py:429(ConverterLockError)\n", + " 1 0.000 0.000 _iotools.py:437(ConversionWarning)\n", + " 1 0.000 0.000 _iotools.py:450(StringConverter)\n", + " 1 0.000 0.000 _machar.py:17(MachAr)\n", + " 1 0.000 0.000 _polybase.py:18(ABCPolyBase)\n", + " 1 0.000 0.000 _pytesttester.py:48(PytestTester)\n", + " 1 0.000 0.000 _ufunc_config.py:359(_unspecified)\n", + " 1 0.000 0.000 _ufunc_config.py:366(errstate)\n", + " 1 0.000 0.000 _version.py:14(NumpyVersion)\n", + " 21 0.000 0.001 abc.py:105(__new__)\n", + " 1 0.000 0.000 arrayprint.py:905(FloatingFormat)\n", + " 1 0.000 0.000 arrayprint.py:1222(IntegerFormat)\n", + " 1 0.000 0.000 arrayprint.py:1235(BoolFormat)\n", + " 1 0.000 0.000 arrayprint.py:1245(ComplexFloatingFormat)\n", + " 1 0.000 0.000 arrayprint.py:1278(_TimelikeFormat)\n", + " 1 0.000 0.000 arrayprint.py:1304(DatetimeFormat)\n", + " 1 0.000 0.000 arrayprint.py:1336(TimedeltaFormat)\n", + " 1 0.000 0.000 arrayprint.py:1341(SubArrayFormat)\n", + " 1 0.000 0.000 arrayprint.py:1351(StructuredVoidFormat)\n", + " 1 0.000 0.000 arrayterator.py:16(Arrayterator)\n", + " 1 0.000 0.000 chebyshev.py:1994(Chebyshev)\n", + " 1 0.000 0.000 core.py:83(MaskedArrayFutureWarning)\n", + " 1 0.000 0.000 core.py:147(MAError)\n", + " 1 0.000 0.000 core.py:155(MaskError)\n", + " 1 0.000 0.000 core.py:790(_DomainCheckInterval)\n", + " 1 0.000 0.000 core.py:815(_DomainTan)\n", + " 1 0.000 0.000 core.py:833(_DomainSafeDivide)\n", + " 1 0.000 0.000 core.py:854(_DomainGreater)\n", + " 1 0.000 0.000 core.py:870(_DomainGreaterEqual)\n", + " 1 0.000 0.000 core.py:886(_MaskedUFunc)\n", + " 1 0.000 0.000 core.py:896(_MaskedUnaryOperation)\n", + " 1 0.000 0.000 core.py:970(_MaskedBinaryOperation)\n", + " 1 0.000 0.000 core.py:1118(_DomainedBinaryOperation)\n", + " 1 0.000 0.000 core.py:2378(_MaskedPrintOption)\n", + " 1 0.000 0.000 core.py:2595(MaskedIterator)\n", + " 1 0.000 0.000 core.py:2703(MaskedArray)\n", + " 1 0.000 0.000 core.py:6237(mvoid)\n", + " 1 0.000 0.000 core.py:6432(MaskedConstant)\n", + " 1 0.000 0.000 core.py:6627(_extrema_operation)\n", + " 1 0.000 0.000 core.py:6742(_frommethod)\n", + " 1 0.000 0.000 core.py:8088(_convert2ma)\n", + " 1 0.000 0.000 ctypeslib.py:183(_ndptr)\n", + " 1 0.000 0.000 ctypeslib.py:204(_concrete_ndptr)\n", + " 1 0.000 0.000 datetime.py:473(timedelta)\n", + " 1 0.000 0.000 datetime.py:793(date)\n", + " 1 0.000 0.000 datetime.py:1145(tzinfo)\n", + " 1 0.000 0.000 datetime.py:1214(IsoCalendarDate)\n", + " 1 0.000 0.000 datetime.py:1245(time)\n", + " 1 0.000 0.000 datetime.py:1594(datetime)\n", + " 1 0.000 0.000 datetime.py:2216(timezone)\n", + " 1 0.000 0.000 decoder.py:20(JSONDecodeError)\n", + " 1 0.000 0.000 decoder.py:254(JSONDecoder)\n", + " 1 0.000 0.000 defchararray.py:1804(chararray)\n", + " 1 0.000 0.000 defmatrix.py:72(matrix)\n", + " 1 0.000 0.000 encoder.py:73(JSONEncoder)\n", + " 1 0.000 0.000 enum.py:164(__prepare__)\n", + " 1 0.000 0.000 enum.py:179(__new__)\n", + " 1 0.000 0.000 extras.py:214(_fromnxfunction)\n", + " 1 0.000 0.000 extras.py:264(_fromnxfunction_single)\n", + " 1 0.000 0.000 extras.py:282(_fromnxfunction_seq)\n", + " 1 0.000 0.000 extras.py:295(_fromnxfunction_args)\n", + " 1 0.000 0.000 extras.py:320(_fromnxfunction_allargs)\n", + " 1 0.000 0.000 extras.py:1465(MAxisConcatenator)\n", + " 1 0.000 0.000 extras.py:1495(mr_class)\n", + " 1 0.000 0.000 function_base.py:2092(vectorize)\n", + " 1 0.000 0.000 functools.py:964(__set_name__)\n", + " 1 0.000 0.000 getlimits.py:32(MachArLike)\n", + " 1 0.000 0.000 getlimits.py:363(finfo)\n", + " 1 0.000 0.000 getlimits.py:594(iinfo)\n", + " 1 0.000 0.000 hermite.py:1658(Hermite)\n", + " 1 0.000 0.000 hermite_e.py:1650(HermiteE)\n", + " 1 0.000 0.000 hmac.py:27(HMAC)\n", + " 1 0.000 0.000 index_tricks.py:110(nd_grid)\n", + " 1 0.000 0.000 index_tricks.py:209(MGridClass)\n", + " 1 0.000 0.000 index_tricks.py:259(OGridClass)\n", + " 1 0.000 0.000 index_tricks.py:306(AxisConcatenator)\n", + " 1 0.000 0.000 index_tricks.py:429(RClass)\n", + " 1 0.000 0.000 index_tricks.py:531(CClass)\n", + " 1 0.000 0.000 index_tricks.py:563(ndenumerate)\n", + " 1 0.000 0.000 index_tricks.py:612(ndindex)\n", + " 1 0.000 0.000 index_tricks.py:711(IndexExpression)\n", + " 1 0.000 0.000 laguerre.py:1606(Laguerre)\n", + " 1 0.000 0.000 legendre.py:1619(Legendre)\n", + " 1 0.000 0.000 linalg.py:43(LinAlgError)\n", + " 1 0.000 0.000 memmap.py:22(memmap)\n", + " 1 0.000 0.000 mixins.py:59(NDArrayOperatorsMixin)\n", + " 1 0.000 0.000 npyio.py:40(BagObj)\n", + " 1 0.000 0.000 npyio.py:104(NpzFile)\n", + " 1 0.000 0.000 numbers.py:12(Number)\n", + " 1 0.000 0.000 numbers.py:32(Complex)\n", + " 1 0.000 0.000 numbers.py:147(Real)\n", + " 1 0.000 0.000 numbers.py:267(Rational)\n", + " 1 0.000 0.000 numbers.py:294(Integral)\n", + " 1 0.000 0.000 numeric.py:60(ComplexWarning)\n", + " 1 0.000 0.000 numerictypes.py:424(_typedict)\n", + " 1 0.000 0.000 parse.py:131(_ResultMixinStr)\n", + " 1 0.000 0.000 parse.py:139(_ResultMixinBytes)\n", + " 1 0.000 0.000 parse.py:147(_NetlocResultMixinBase)\n", + " 1 0.000 0.000 parse.py:186(_NetlocResultMixinStr)\n", + " 1 0.000 0.000 parse.py:216(_NetlocResultMixinBytes)\n", + " 1 0.000 0.000 parse.py:321(DefragResult)\n", + " 1 0.000 0.000 parse.py:329(SplitResult)\n", + " 1 0.000 0.000 parse.py:334(ParseResult)\n", + " 1 0.000 0.000 parse.py:340(DefragResultBytes)\n", + " 1 0.000 0.000 parse.py:348(SplitResultBytes)\n", + " 1 0.000 0.000 parse.py:353(ParseResultBytes)\n", + " 1 0.000 0.000 parse.py:797(Quoter)\n", + " 1 0.000 0.000 pathlib.py:57(_Flavour)\n", + " 1 0.000 0.000 pathlib.py:120(_WindowsFlavour)\n", + " 1 0.000 0.000 pathlib.py:295(_PosixFlavour)\n", + " 1 0.000 0.000 pathlib.py:404(_Accessor)\n", + " 1 0.000 0.000 pathlib.py:409(_NormalAccessor)\n", + " 1 0.000 0.000 pathlib.py:503(_Selector)\n", + " 1 0.000 0.000 pathlib.py:528(_TerminatingSelector)\n", + " 1 0.000 0.000 pathlib.py:534(_PreciseSelector)\n", + " 1 0.000 0.000 pathlib.py:550(_WildcardSelector)\n", + " 1 0.000 0.000 pathlib.py:581(_RecursiveWildcardSelector)\n", + " 1 0.000 0.000 pathlib.py:625(_PathParents)\n", + " 1 0.000 0.000 pathlib.py:653(PurePath)\n", + " 1 0.000 0.000 pathlib.py:1043(PurePosixPath)\n", + " 1 0.000 0.000 pathlib.py:1053(PureWindowsPath)\n", + " 1 0.000 0.000 pathlib.py:1066(Path)\n", + " 1 0.000 0.000 pathlib.py:1578(PosixPath)\n", + " 1 0.000 0.000 pathlib.py:1585(WindowsPath)\n", + " 1 0.000 0.000 pickle.py:73(PickleError)\n", + " 1 0.000 0.000 pickle.py:77(PicklingError)\n", + " 1 0.000 0.000 pickle.py:84(UnpicklingError)\n", + " 1 0.000 0.000 pickle.py:97(_Stop)\n", + " 1 0.000 0.000 pickle.py:200(_Framer)\n", + " 1 0.000 0.000 pickle.py:263(_Unframer)\n", + " 1 0.000 0.000 pickle.py:407(_Pickler)\n", + " 1 0.000 0.000 pickle.py:1136(_Unpickler)\n", + " 1 0.000 0.000 platform.py:747(_Processor)\n", + " 1 0.000 0.000 platform.py:785(uname_result)\n", + " 1 0.000 0.000 polynomial.py:28(RankWarning)\n", + " 1 0.000 0.000 polynomial.py:1076(poly1d)\n", + " 1 0.000 0.000 polynomial.py:1472(Polynomial)\n", + " 1 0.000 0.000 polyutils.py:43(RankWarning)\n", + " 1 0.000 0.000 py3k.py:84(contextlib_nullcontext)\n", + " 1 0.000 0.000 random.py:101(Random)\n", + " 1 0.000 0.000 random.py:217(__init_subclass__)\n", + " 1 0.000 0.000 random.py:778(SystemRandom)\n", + " 1 0.000 0.000 records.py:87(format_parser)\n", + " 1 0.000 0.000 records.py:223(record)\n", + " 1 0.000 0.000 records.py:308(recarray)\n", + " 1 0.000 0.000 selectors.py:61(_SelectorMapping)\n", + " 1 0.000 0.000 selectors.py:81(BaseSelector)\n", + " 1 0.000 0.000 selectors.py:207(_BaseSelectorImpl)\n", + " 1 0.000 0.000 selectors.py:291(SelectSelector)\n", + " 1 0.000 0.000 selectors.py:342(_PollLikeSelector)\n", + " 1 0.000 0.000 selectors.py:434(PollSelector)\n", + " 1 0.000 0.000 selectors.py:443(EpollSelector)\n", + " 1 0.000 0.000 stride_tricks.py:15(DummyArray)\n", + " 1 0.000 0.000 subprocess.py:105(SubprocessError)\n", + " 1 0.000 0.000 subprocess.py:108(CalledProcessError)\n", + " 1 0.000 0.000 subprocess.py:145(TimeoutExpired)\n", + " 1 0.000 0.000 subprocess.py:428(CompletedProcess)\n", + " 1 0.000 0.000 subprocess.py:700(Popen)\n", + " 1 0.000 0.000 threading.py:95(_RLock)\n", + " 1 0.000 0.000 threading.py:216(Condition)\n", + " 1 0.000 0.000 threading.py:393(Semaphore)\n", + " 1 0.000 0.000 threading.py:476(BoundedSemaphore)\n", + " 1 0.000 0.000 threading.py:517(Event)\n", + " 1 0.000 0.000 threading.py:596(Barrier)\n", + " 1 0.000 0.000 threading.py:750(BrokenBarrierError)\n", + " 1 0.000 0.000 threading.py:791(Thread)\n", + " 1 0.000 0.000 threading.py:1282(Timer)\n", + " 1 0.000 0.000 threading.py:1312(_MainThread)\n", + " 1 0.000 0.000 threading.py:1333(_DummyThread)\n", + " 1 0.000 0.000 utils.py:54(_Deprecate)\n", + "{built-in method builtins.__import__} -> 88 0.000 0.001 :203(_lock_unlock_module)\n", + " 52/8 0.001 0.379 :1002(_find_and_load)\n", + " 40 0.000 0.000 :1033(_handle_fromlist)\n", + "{built-in method builtins.abs} -> \n", + "{built-in method builtins.any} -> 6 0.000 0.000 enum.py:244()\n", + "\n", + "\n" + ] + } + ], + "source": [ + "p.strip_dirs().print_callees(4);" + ] + }, + { + "cell_type": "markdown", + "id": "0c9a4c0e-a7c1-4c70-ae35-e846c4942ac0", + "metadata": { + "tags": [] + }, + "source": [ + "### Example on how to use **cProfile** for **Intelligent Indexing** ref kit " + ] + }, + { + "cell_type": "markdown", + "id": "4518b419-b5c4-49b1-aee0-0c8738272d24", + "metadata": {}, + "source": [ + "The **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** ref kit demonstrates one way of building an NLP pipeline for classifying documents to their respective topics and describe how we can leverage the **Intel® AI Analytics Toolkit (AI Kit)** to accelerate the pipeline.\n", + "\n", + "**Intel® AI Analytics Toolkit (AI Kit)** is used to achieve quick results even when the data for a model are huge. It provides the capability to reuse the code present in different languages so that the hardware utilization is optimized to provide these results." + ] + }, + { + "cell_type": "markdown", + "id": "41ad5feb-5e8d-4b2c-b2f4-157523697071", + "metadata": {}, + "source": [ + "The **Intelligent Indexing** ref kit has different Intel® oneAPI optimizations enabled like:\n", + "- **[Intel® Distribution of Modin*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/distribution-of-modin.html#gs.v03x2l)**\n", + "The Intel® Distribution of Modin* is a performant, parallel, and distributed dataframe system that is designed around enabling data scientists to be more productive. It provides drop-in acceleration to your existing **pandas** workflows. No upfront cost to learning a new API. Integrates with the Python* ecosystem. Seamlessly scales across multicores with Ray* and Dask* clusters (run on and with what you have)\n", + "- **[Intel® Extension for Scikit-learn*](https://www.intel.com/content/www/us/en/developer/tools/oneapi/scikit-learn.html)**\n", + "Designed for data scientists, Intel® Extension for Scikit-Learn* is a seamless way to speed up your Scikit-learn applications for machine learning to solve real-world problems. This extension package dynamically patches scikit-learn estimators to use Intel® oneAPI Data Analytics Library (oneDAL) as the underlying solver, while achieving the speed up for your machine learning algorithms out-of-box." + ] + }, + { + "cell_type": "markdown", + "id": "5c98f423-b92c-4e51-bb7d-0113a897d5bd", + "metadata": {}, + "source": [ + "**NOTE** Please visit the **[Intelligent Indexing](https://github.com/oneapi-src/intelligent-indexing)** Ref kit page to know more about the kit.\n", + "- Please follow the steps in github repo to clone and create the environment.\n", + "\n", + "**We will be using cProfile to profile this workload below.**" ] }, { "cell_type": "markdown", "id": "57dfbf0d-8481-45c0-b4d2-ad5ebf395a5b", + "metadata": { + "tags": [] + }, + "source": [ + "#### Profile the Intelligent Indexing Ref Kit with Stock packages" + ] + }, + { + "cell_type": "markdown", + "id": "b92e1ed4-1360-4298-be58-9adc971ee3ad", "metadata": {}, "source": [ - "### Stock" + "To ignore warnings run the below cell and if the result directories are not present uncomment the below code" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "8c3cdeac-b736-4121-8ddf-b185e787459a", "metadata": {}, "outputs": [], "source": [ "import warnings\n", "warnings.filterwarnings('ignore')\n", - "# mkdir -p ./P_profile_results # create `P_profile_results` dir in the parent dir if not present\n", - "# mkdir -p ./P_profile_results/stock_results # create `stock_results` dir in the P_profile_results if not present\n", - "# mkdir -p ./P_profile_results/ipex_results # create `ipex_results` dir in the P_profile_results if not present" + "# mkdir -p cProfile_results # create `cProfile_results` dir in the parent dir if not present\n", + "# mkdir -p cProfile_results/stock_results # create `stock_results` dir in the cProfile_results if not present\n", + "# mkdir -p cProfile_results/oneapi_optimized_results # create `oneapi_optimized_results` dir in the cProfile_results if not present" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "bdbeb718-a3dc-448d-9fa2-29051996c87f", + "cell_type": "markdown", + "id": "138a89ee-73c7-4baa-aa86-d4cc4b835953", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`
\n", + "2. Install snakeviz if you have not already installed it.
\n", + "`pip install snakeviz`
\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "b10028f4-e69c-49cd-94b4-b0f5e59565ba", "metadata": {}, - "outputs": [], "source": [ - "%run -p -r -s cumulative -D ./P_profile_results/stock_results/prun_stock.prof ../intelligent-indexing/src/run_benchmarks.py -l ../intelligent-indexing/logs/stock_stock.log" + "`python -m cProfile -o ../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/cProfile_stock.prof run_benchmarks.py -l ../logs/stock_stock.log`" ] }, { @@ -84,17 +995,16 @@ "- **-s**: start SnakeViz in server-only mode--no attempt will be made to open a browser
\n", "\n", "**To know more about Snakeviz visit this [documentation](https://jiffyclub.github.io/snakeviz/)**
\n", - "Use the below command on the CLI terminal to visualize the saved results" + "Use the below command on the CLI terminal to visualize the saved results:
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "e2693277-ccc5-4ea1-97cf-12698eb73651", + "cell_type": "markdown", + "id": "609d857e-a8d7-4e49-a919-7b2c6a9bc191", "metadata": {}, - "outputs": [], "source": [ - "#snakeviz './P_profile_results/stock_results/prun_stock.prof'" + "`snakeviz '../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/cProfile_stock.prof'`" ] }, { @@ -134,6 +1044,54 @@ "To know more about Snakeviz visit the [snakeviz documentation](https://jiffyclub.github.io/snakeviz/)
" ] }, + { + "cell_type": "markdown", + "id": "148a0d3a-681f-47ab-a068-c46da88e2b6e", + "metadata": { + "tags": [] + }, + "source": [ + "#### More ways to visualize CProfile Using **[gprof2dot](https://github.com/jrfonseca/gprof2dot) in `doc_class_stock` env**" + ] + }, + { + "cell_type": "markdown", + "id": "653a95ef-190e-49c9-9526-a08b23246fcc", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_stock`
\n", + "2. Install gprof2dot if you have not already installed it.
\n", + "`pip install gprof2dot --user`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "1908c7d9-14a9-4ca8-841a-9578a5e2c3fa", + "metadata": {}, + "source": [ + "`python -m cProfile -o ../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/cProfile_stock.pstats run_benchmarks.py -l ../logs/stock_stock.log`" + ] + }, + { + "cell_type": "markdown", + "id": "a8041b5f-41af-444b-9ea0-c5f941251423", + "metadata": {}, + "source": [ + "Use the command below in Terminal to generate a **call graph** image " + ] + }, + { + "cell_type": "markdown", + "id": "f10594f1-ab38-4078-83b5-68dde39b0e29", + "metadata": {}, + "source": [ + "`gprof2dot -f pstats '../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/cProfile_stock.pstats' | dot -Tpng -o '../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/stock_output.png' && eog '../../Profiling_Guide/cProfile_Profiler/cProfile_results/stock_results/stock_output.png'`" + ] + }, { "cell_type": "markdown", "id": "7d966cc6-902e-4fe1-be67-ecf1418034b0", @@ -141,17 +1099,31 @@ "tags": [] }, "source": [ - "### IPEX" + "#### Profile Intelligent Indexing Ref Kit with Intel oneAPI optimized packages" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "bb5c54c8-ff64-4aa6-b8cb-4d0998cfce3e", + "cell_type": "markdown", + "id": "ff5f9b76-18b1-426e-9e9b-eaa2ccfbc0de", "metadata": {}, - "outputs": [], "source": [ - "%run -p -r -s cumulative -D ./P_profile_results/ipex_results/prun_ipex.prof ../intelligent-indexing/src/run_benchmarks.py -i -l ../intelligent-indexing/logs/intel_intel.log " + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`
\n", + "2. Install snakeviz if you have not already installed it.
\n", + "`pip install snakeviz`
\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "7f4c1a07-c680-40d3-9efc-84cae8764335", + "metadata": { + "tags": [] + }, + "source": [ + "`python -m cProfile -o ../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.prof run_benchmarks.py -i -l ../logs/intel_intel.log`" ] }, { @@ -160,32 +1132,89 @@ "metadata": {}, "source": [ "**To visualize the results use Snakeviz**
\n", - "Use the below command on the CLI terminal to visualize the saved results" + "Use the below command on the CLI terminal to visualize the saved results:
\n", + "**Note:** If you are on a **remote server** use **-s** flag to launch snakeviz in server-only mode." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "2a339113-912e-4f02-8c85-31dceae512bc", + "cell_type": "markdown", + "id": "76cd95b9-2580-4ae9-9619-c33379db0098", "metadata": {}, - "outputs": [], "source": [ - "#snakeviz './P_profile_results/ipex_results/prun_ipex.prof'" + "`snakeviz '../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.prof'`" ] }, { "cell_type": "markdown", "id": "827763d1-02f9-4906-be1c-0bdb0d0b0ea4", - "metadata": {}, + "metadata": { + "tags": [] + }, "source": [ "**Interpreting Results**
\n", "You can use [snakeviz](https://jiffyclub.github.io/snakeviz/) to interpret the results as shown above." ] + }, + { + "cell_type": "markdown", + "id": "874d4f82-c4d8-4bd8-938f-c6857b70ae9b", + "metadata": { + "tags": [] + }, + "source": [ + "#### More ways to visualize CProfile Using **[gprof2dot](https://github.com/jrfonseca/gprof2dot) in `doc_class_intel` env**" + ] + }, + { + "cell_type": "markdown", + "id": "b782e2b8-a99b-4c8e-97be-1d441fa6459d", + "metadata": {}, + "source": [ + "To run the profiler on the intelligent indexing ref kit
\n", + "1. Navigate to directory **intelligent-indexing/src/** in terminal
\n", + "`conda activate doc_class_intel`\n", + "2. Install gprof2dot if you have not already installed it.
\n", + "`pip install gprof2dot --user`\n", + "\n", + "Execute the below command in Terminal:" + ] + }, + { + "cell_type": "markdown", + "id": "066954b5-e591-4cbb-af90-55a29f7087ee", + "metadata": {}, + "source": [ + "`python -m cProfile -o ../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.pstats run_benchmarks.py -i -l ../logs/intel_intel.log`" + ] + }, + { + "cell_type": "markdown", + "id": "4e22b74c-8822-46fb-bf1a-6c8bb5c8101c", + "metadata": {}, + "source": [ + "Use the command below in Terminal to generate a **call graph** image " + ] + }, + { + "cell_type": "markdown", + "id": "52d6cfee-c4fc-47d6-b9c9-550ed4e1b99d", + "metadata": {}, + "source": [ + "`gprof2dot -f pstats '../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.pstats' | dot -Tpng -o '../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/intel_output.png' && eog '../../Profiling_Guide/cProfile_Profiler/cProfile_results/oneapi_optimized_results/intel_output.png'`" + ] + }, + { + "cell_type": "markdown", + "id": "431c79ea-bfea-4ae9-822f-2ad77384d1da", + "metadata": {}, + "source": [ + "After the image is generated you can **download** to view it." + ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -199,7 +1228,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.16" + "version": "3.7.13" } }, "nbformat": 4, diff --git a/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.prof b/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.prof new file mode 100644 index 0000000..9bfea3e Binary files /dev/null and b/cProfile_Profiler/cProfile_results/oneapi_optimized_results/cProfile_intel.prof differ diff --git a/cProfile_Profiler/example.py b/cProfile_Profiler/example.py new file mode 100644 index 0000000..0d93b20 --- /dev/null +++ b/cProfile_Profiler/example.py @@ -0,0 +1,24 @@ +import time +import numpy as np + +def very_slow_random_generator(): + time.sleep(5) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + + +def slow_random_generator(): + time.sleep(2) + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +def main_func(): + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() \ No newline at end of file diff --git a/cProfile_Profiler/example1.py b/cProfile_Profiler/example1.py new file mode 100644 index 0000000..07f9576 --- /dev/null +++ b/cProfile_Profiler/example1.py @@ -0,0 +1,29 @@ +import time +import numpy as np +import cProfile + +def very_slow_random_generator(): ##Function to generate random number + time.sleep(5) ##Added 5secs sleep to simulate very slow generator + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + + +def slow_random_generator(): ##Function to generate random number + time.sleep(2) ##Added 2secs sleep to simulate very slow generator + arr1 = np.random.randint(1,100, size=(1000,1000)) + avg = arr1.mean() + return avg + +prof = cProfile.Profile() + +def main_func(): + prof.enable() + avg1 = slow_random_generator() + avg2 = very_slow_random_generator() + prof.disable() + print("Averages: {:.3f}, {:.3f}".format(avg1,avg2)) + +if __name__ == '__main__': + main_func() + prof.print_stats() \ No newline at end of file diff --git a/cProfile_Profiler/example_output.prof b/cProfile_Profiler/example_output.prof new file mode 100644 index 0000000..7181536 Binary files /dev/null and b/cProfile_Profiler/example_output.prof differ