This project implements a single-branch convolutional neural network (CNN) for image super-resolution (SR). The goal is to upscale low-resolution (LR) images to high-resolution (HR) images. The network was trained and tested on the DIV2K dataset.
The following papers were reference:
https://arxiv.org/abs/1511.04587
--> Accurate Image Super-Resolution Using Very Deep Convolutional Networks, and
https://arxiv.org/abs/1501.00092
--> Image Super-Resolution Using Deep Convolutional Networks
The implemented model achieves higher PSNR values than those reported in the baseline papers, demonstrating the effectiveness of our approach. Im quite skeptical that its this good.
The network is composed of the following:
- Description: Three convolutional layers with ReLU activations to extract spatial features from the input LR image.
- Purpose: Encodes the input image into a high-dimensional feature map for further processing.
- Description: Three additional convolutional layers with ReLU activations.
- Description: Two stages of upsampling using PixelShuffle layers, interspersed with convolutional layers and ReLU activations. The upsampling block uses a convolutional layer to expand the channels to 256, followed by a PixelShuffle operation to upscale the feature map by a factor of 2.
- Description: A final convolutional layer reduces the feature map channels to match the RGB output dimensions. A bilinear upsampling layer ensures the final HR image matches the target resolution.
- Purpose: Helps preserve details from the input image and stabilizes training.
- Total Trainable Parameters: ~335,000.
- Loss Function: Mean Squared Error (MSE).
- Optimizer: AdamW with a learning rate of (1 imes 10^{-4}).
- Metrics:
- PSNR (Peak Signal-to-Noise Ratio): Measures reconstruction quality.
- SSIM (Structural Similarity Index): Measures perceptual and structural similarity.
- Low-Resolution Images:
- Generated using bicubic downsampling by factors of (x2) and (x4). But I only used x4 due to compute limits
- High-Resolution Images:
- Ground truth HR images used for training and evaluation.
- Train-Test Split:
- Training: 85%
- Testing: 15%
- Training Loss: Reduced significantly across epochs, indicating stable optimization.
- Test Metrics:
- PSNR: Achieved a peak value of 48.9 dB, higher than the baseline paper's reported results.
- SSIM: Achieved a value of 0.998, demonstrating near-perfect structural fidelity.
The model outperforms traditional bicubic interpolation and achieves better PSNR and SSIM values compared to the referenced paper, highlighting the efficiency of the residual learning approach and the simplicity of the architecture.
- PSNR Plot:
- A line plot of PSNR over epochs shows consistent improvements during training.
- Lightweight Architecture:
- Achieves high performance with fewer parameters (~335K), making it computationally efficient.
- Residual Learning:
- Stabilizes training and ensures finer detail reconstruction.
- High PSNR and SSIM:
- Exceeds baseline performance, demonstrating superior reconstruction quality.
- Fixed Output Resolution:
- The model is hardcoded for specific resolutions (e.g., (224 imes 224)).
- Cannot handle variable sizes.
- Single-Scale Processing:
- Processes a single scale (e.g., (x4)) at a time, limiting its ability to integrate multi-scale features.
- Computational Load for Larger Outputs:
- Although lightweight, upscaling large images (e.g., (896 imes 896)) requires significant computational resources.
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Dynamic Resolution Handling
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Multi-Scale Features:
- Incorporate a multi-branch architecture to process multiple scales simultaneously (e.g., (x2), (x4)).
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Attention Mechanisms:
- Add spatial and channel attention modules to focus on important regions of the image.
- Attention could help enhance feature representation and reconstruction quality.
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Adversarial Training:
- Use a Generative Adversarial Network (GAN) for perceptual loss to improve the realism of the reconstructed images.
The implemented super-resolution model achieves state-of-the-art results with a simple and efficient architecture. By leveraging residual learning and effective optimization, the model surpasses baseline methods and demonstrates its potential for real-world applications. Future enhancements could further improve its flexibility, generalization, and perceptual quality.