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DRCT: Saving Image Super-resolution away from Information Bottleneck

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arxiv 2404.00722 v5 pith:4DIVV23I submitted 2024-03-31 cs.CV cs.AI

classification cs.CVcs.AI
keywords informationmodelbottleneckdrctspatialsuper-resolutionawayimage
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In recent years, Vision Transformer-based approaches for low-level vision tasks have achieved widespread success. Unlike CNN-based models, Transformers are more adept at capturing long-range dependencies, enabling the reconstruction of images utilizing non-local information. In the domain of super-resolution, Swin-transformer-based models have become mainstream due to their capability of global spatial information modeling and their shifting-window attention mechanism that facilitates the interchange of information between different windows. Many researchers have enhanced model performance by expanding the receptive fields or designing meticulous networks, yielding commendable results. However, we observed that it is a general phenomenon for the feature map intensity to be abruptly suppressed to small values towards the network's end. This implies an information bottleneck and a diminishment of spatial information, implicitly limiting the model's potential. To address this, we propose the Dense-residual-connected Transformer (DRCT), aimed at mitigating the loss of spatial information and stabilizing the information flow through dense-residual connections between layers, thereby unleashing the model's potential and saving the model away from information bottleneck. Experiment results indicate that our approach surpasses state-of-the-art methods on benchmark datasets and performs commendably at the NTIRE-2024 Image Super-Resolution (x4) Challenge. Our source code is available at https://github.com/ming053l/DRCT

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  1. Adaptive Dropout: Unleashing Dropout across Layers for Generalizable Image Super-Resolution

    cs.CV 2025-06 conditional novelty 5.0 of 10

    A weighted, layer-wise annealed dropout applied at intermediate layers of blind super-resolution networks improves generalization on unseen degradations over prior regularization methods.

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