Spatial-Adaptive Network for Single Image Denoising

ECCV 2020  ·  Meng Chang, Qi Li, Huajun Feng, Zhihai Xu ·

Previous works have shown that convolutional neural networks can achieve good performance in image denoising tasks. However, limited by the local rigid convolutional operation, these methods lead to oversmoothing artifacts. A deeper network structure could alleviate these problems, but more computational overhead is needed. In this paper, we propose a novel spatial-adaptive denoising network (SADNet) for efficient single image blind noise removal. To adapt to changes in spatial textures and edges, we design a residual spatial-adaptive block. Deformable convolution is introduced to sample the spatially correlated features for weighting. An encoder-decoder structure with a context block is introduced to capture multiscale information. With noise removal from the coarse to fine, a high-quality noisefree image can be obtained. We apply our method to both synthetic and real noisy image datasets. The experimental results demonstrate that our method can surpass the state-of-the-art denoising methods both quantitatively and visually.

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Reproducibility Reports


Jan 31 2021
[Re] Spatial-Adaptive Network for Single Image Denoising

We have achieved to reproduce the results qualitatively and quantitatively on synthetic and noise removal tasks. SADNet has the capacity to learn to remove the synthetic and real noise in images, and it produces visually-plausible outputs even after a few epochs. Moreover, we have employed SSIM and PSNR metrics to measure the quantitative performance for all settings. The quantitative results on both tasks are on-par when compared to the reported results in the paper.

Results from the Paper


Ranked #7 on Image Denoising on DND (using extra training data)

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Task Dataset Model Metric Name Metric Value Global Rank Uses Extra
Training Data
Result Benchmark
Image Denoising DND SADNet PSNR (sRGB) 39.59 # 7
SSIM (sRGB) 0.952 # 10
Image Denoising SIDD SADNet PSNR (sRGB) 39.46 # 14
SSIM (sRGB) 0.957 # 13

Methods