cookbook/litellm_Test_Multiple_Providers.ipynb

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   "cell_type": "markdown",
   "metadata": {
    "id": "Ys9n20Es2IzT"
   },
   "source": [
    "# Evaluate Multiple LLM Providers with LiteLLM\n",
    "\n",
    "\n",
    "\n",
    "*   Quality Testing\n",
    "*   Load Testing\n",
    "*   Duration Testing\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "ZXOXl23PIIP6"
   },
   "outputs": [],
   "source": [
    "!pip install litellm python-dotenv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "LINuBzXDItq2"
   },
   "outputs": [],
   "source": [
    "from litellm import load_test_model, testing_batch_completion"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "EkxMhsWdJdu4"
   },
   "outputs": [],
   "source": [
    "from dotenv import load_dotenv\n",
    "load_dotenv()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "mv5XdnqeW5I_"
   },
   "source": [
    "# Quality Test endpoint\n",
    "\n",
    "## Test the same prompt across multiple LLM providers\n",
    "\n",
    "In this example, let's ask some questions about Paul Graham"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "XpzrR5m4W_Us"
   },
   "outputs": [],
   "source": [
    "models = [\"gpt-3.5-turbo\", \"gpt-3.5-turbo-16k\", \"gpt-4\", \"claude-instant-1\", \"replicate/llama-2-70b-chat:58d078176e02c219e11eb4da5a02a7830a283b14cf8f94537af893ccff5ee781\"]\n",
    "context = \"\"\"Paul Graham (/ɡræm/; born 1964)[3] is an English computer scientist, essayist, entrepreneur, venture capitalist, and author. He is best known for his work on the programming language Lisp, his former startup Viaweb (later renamed Yahoo! Store), cofounding the influential startup accelerator and seed capital firm Y Combinator, his essays, and Hacker News. He is the author of several computer programming books, including: On Lisp,[4] ANSI Common Lisp,[5] and Hackers & Painters.[6] Technology journalist Steven Levy has described Graham as a \"hacker philosopher\".[7] Graham was born in England, where he and his family maintain permanent residence. However he is also a citizen of the United States, where he was educated, lived, and worked until 2016.\"\"\"\n",
    "prompts = [\"Who is Paul Graham?\", \"What is Paul Graham known for?\" , \"Is paul graham a writer?\" , \"Where does Paul Graham live?\", \"What has Paul Graham done?\"]\n",
    "messages =  [[{\"role\": \"user\", \"content\": context + \"\\n\" + prompt}] for prompt in prompts] # pass in a list of messages we want to test\n",
    "result = testing_batch_completion(models=models, messages=messages)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "9nzeLySnvIIW"
   },
   "source": [
    "## Visualize the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
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    },
    "id": "X-2n7hdAuVAY",
    "outputId": "69cc0de1-68e3-4c12-a8ea-314880010d94"
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   "outputs": [
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       "      <th>Model Name</th>\n",
       "      <th>claude-instant-1</th>\n",
       "      <th>gpt-3.5-turbo-0613</th>\n",
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      "text/plain": [
       "Model Name                                                         claude-instant-1  \\\n",
       "Prompt                                                                                \n",
       "\\nIs paul graham a writer?         Yes, Paul Graham is considered a writer in ad...   \n",
       "\\nWhat has Paul Graham done?       Paul Graham has made significant contribution...   \n",
       "\\nWhat is Paul Graham known for?   Paul Graham is known for several things:\\n\\n-...   \n",
       "\\nWhere does Paul Graham live?     Based on the information provided:\\n\\n- Paul ...   \n",
       "\\nWho is Paul Graham?              Paul Graham is an influential computer scient...   \n",
       "\n",
       "Model Name                                                       gpt-3.5-turbo-0613  \\\n",
       "Prompt                                                                                \n",
       "\\nIs paul graham a writer?        Yes, Paul Graham is a writer. He has written s...   \n",
       "\\nWhat has Paul Graham done?      Paul Graham has achieved several notable accom...   \n",
       "\\nWhat is Paul Graham known for?  Paul Graham is known for his work on the progr...   \n",
       "\\nWhere does Paul Graham live?    According to the given information, Paul Graha...   \n",
       "\\nWho is Paul Graham?             Paul Graham is an English computer scientist, ...   \n",
       "\n",
       "Model Name                                                   gpt-3.5-turbo-16k-0613  \\\n",
       "Prompt                                                                                \n",
       "\\nIs paul graham a writer?        Yes, Paul Graham is a writer. He has authored ...   \n",
       "\\nWhat has Paul Graham done?      Paul Graham has made significant contributions...   \n",
       "\\nWhat is Paul Graham known for?  Paul Graham is known for his work on the progr...   \n",
       "\\nWhere does Paul Graham live?    Paul Graham currently lives in England, where ...   \n",
       "\\nWho is Paul Graham?             Paul Graham is an English computer scientist, ...   \n",
       "\n",
       "Model Name                                                               gpt-4-0613  \\\n",
       "Prompt                                                                                \n",
       "\\nIs paul graham a writer?        Yes, Paul Graham is a writer. He is an essayis...   \n",
       "\\nWhat has Paul Graham done?      Paul Graham is known for his work on the progr...   \n",
       "\\nWhat is Paul Graham known for?  Paul Graham is known for his work on the progr...   \n",
       "\\nWhere does Paul Graham live?    The text does not provide a current place of r...   \n",
       "\\nWho is Paul Graham?             Paul Graham is an English computer scientist, ...   \n",
       "\n",
       "Model Name                       replicate/llama-2-70b-chat:58d078176e02c219e11eb4da5a02a7830a283b14cf8f94537af893ccff5ee781  \n",
       "Prompt                                                                                                                        \n",
       "\\nIs paul graham a writer?         Yes, Paul Graham is an author. According to t...                                           \n",
       "\\nWhat has Paul Graham done?       Paul Graham has had a diverse career in compu...                                           \n",
       "\\nWhat is Paul Graham known for?   Paul Graham is known for many things, includi...                                           \n",
       "\\nWhere does Paul Graham live?     Based on the information provided, Paul Graha...                                           \n",
       "\\nWho is Paul Graham?              Paul Graham is an English computer scientist,...                                           "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "# Create an empty list to store the row data\n",
    "table_data = []\n",
    "\n",
    "# Iterate through the list and extract the required data\n",
    "for item in result:\n",
    "    prompt = item['prompt'][0]['content'].replace(context, \"\") # clean the prompt for easy comparison\n",
    "    model = item['response']['model']\n",
    "    response = item['response']['choices'][0]['message']['content']\n",
    "    table_data.append([prompt, model, response])\n",
    "\n",
    "# Create a DataFrame from the table data\n",
    "df = pd.DataFrame(table_data, columns=['Prompt', 'Model Name', 'Response'])\n",
    "\n",
    "# Pivot the DataFrame to get the desired table format\n",
    "table = df.pivot(index='Prompt', columns='Model Name', values='Response')\n",
    "table"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "zOxUM40PINDC"
   },
   "source": [
    "# Load Test endpoint\n",
    "\n",
    "Run 100+ simultaneous queries across multiple providers to see when they fail + impact on latency"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "ZkQf_wbcIRQ9"
   },
   "outputs": [],
   "source": [
    "models=[\"gpt-3.5-turbo\", \"replicate/llama-2-70b-chat:58d078176e02c219e11eb4da5a02a7830a283b14cf8f94537af893ccff5ee781\", \"claude-instant-1\"]\n",
    "context = \"\"\"Paul Graham (/ɡræm/; born 1964)[3] is an English computer scientist, essayist, entrepreneur, venture capitalist, and author. He is best known for his work on the programming language Lisp, his former startup Viaweb (later renamed Yahoo! Store), cofounding the influential startup accelerator and seed capital firm Y Combinator, his essays, and Hacker News. He is the author of several computer programming books, including: On Lisp,[4] ANSI Common Lisp,[5] and Hackers & Painters.[6] Technology journalist Steven Levy has described Graham as a \"hacker philosopher\".[7] Graham was born in England, where he and his family maintain permanent residence. However he is also a citizen of the United States, where he was educated, lived, and worked until 2016.\"\"\"\n",
    "prompt = \"Where does Paul Graham live?\"\n",
    "final_prompt = context + prompt\n",
    "result = load_test_model(models=models, prompt=final_prompt, num_calls=5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "8vSNBFC06aXY"
   },
   "source": [
    "## Visualize the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
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    "colab": {
     "base_uri": "https://localhost:8080/",
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    "id": "SZfiKjLV3-n8",
    "outputId": "00f7f589-b3da-43ed-e982-f9420f074b8d"
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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "## calculate avg response time\n",
    "unique_models = set(result[\"response\"]['model'] for result in result[\"results\"])\n",
    "model_dict = {model: {\"response_time\": []} for model in unique_models}\n",
    "for completion_result in result[\"results\"]:\n",
    "    model_dict[completion_result[\"response\"][\"model\"]][\"response_time\"].append(completion_result[\"response_time\"])\n",
    "\n",
    "avg_response_time = {}\n",
    "for model, data in model_dict.items():\n",
    "    avg_response_time[model] = sum(data[\"response_time\"]) / len(data[\"response_time\"])\n",
    "\n",
    "models = list(avg_response_time.keys())\n",
    "response_times = list(avg_response_time.values())\n",
    "\n",
    "plt.bar(models, response_times)\n",
    "plt.xlabel('Model', fontsize=10)\n",
    "plt.ylabel('Average Response Time')\n",
    "plt.title('Average Response Times for each Model')\n",
    "\n",
    "plt.xticks(models, [model[:15]+'...' if len(model) > 15 else model for model in models], rotation=45)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "inSDIE3_IRds"
   },
   "source": [
    "# Duration Test endpoint\n",
    "\n",
    "Run load testing for 2 mins. Hitting endpoints with 100+ queries every 15 seconds."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "ePIqDx2EIURH"
   },
   "outputs": [],
   "source": [
    "models=[\"gpt-3.5-turbo\", \"replicate/llama-2-70b-chat:58d078176e02c219e11eb4da5a02a7830a283b14cf8f94537af893ccff5ee781\", \"claude-instant-1\"]\n",
    "context = \"\"\"Paul Graham (/ɡræm/; born 1964)[3] is an English computer scientist, essayist, entrepreneur, venture capitalist, and author. He is best known for his work on the programming language Lisp, his former startup Viaweb (later renamed Yahoo! Store), cofounding the influential startup accelerator and seed capital firm Y Combinator, his essays, and Hacker News. He is the author of several computer programming books, including: On Lisp,[4] ANSI Common Lisp,[5] and Hackers & Painters.[6] Technology journalist Steven Levy has described Graham as a \"hacker philosopher\".[7] Graham was born in England, where he and his family maintain permanent residence. However he is also a citizen of the United States, where he was educated, lived, and worked until 2016.\"\"\"\n",
    "prompt = \"Where does Paul Graham live?\"\n",
    "final_prompt = context + prompt\n",
    "result = load_test_model(models=models, prompt=final_prompt, num_calls=100, interval=15, duration=120)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 552
    },
    "id": "k6rJoELM6t1K",
    "outputId": "f4968b59-3bca-4f78-a88b-149ad55e3cf7"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "## calculate avg response time\n",
    "unique_models = set(unique_result[\"response\"]['model'] for unique_result in result[0][\"results\"])\n",
    "model_dict = {model: {\"response_time\": []} for model in unique_models}\n",
    "for iteration in result:\n",
    "  for completion_result in iteration[\"results\"]:\n",
    "    model_dict[completion_result[\"response\"][\"model\"]][\"response_time\"].append(completion_result[\"response_time\"])\n",
    "\n",
    "avg_response_time = {}\n",
    "for model, data in model_dict.items():\n",
    "    avg_response_time[model] = sum(data[\"response_time\"]) / len(data[\"response_time\"])\n",
    "\n",
    "models = list(avg_response_time.keys())\n",
    "response_times = list(avg_response_time.values())\n",
    "\n",
    "plt.bar(models, response_times)\n",
    "plt.xlabel('Model', fontsize=10)\n",
    "plt.ylabel('Average Response Time')\n",
    "plt.title('Average Response Times for each Model')\n",
    "\n",
    "plt.xticks(models, [model[:15]+'...' if len(model) > 15 else model for model in models], rotation=45)\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3",
   "name": "python3"
  },
  "language_info": {
   "name": "python"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}