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Beyond Deep Residual Learning for Image Restoration: Persistent Homology-Guided Manifold Simplification

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The latest deep learning approaches perform better than the state-of-the-art signal processing approaches in various image restoration tasks. However, if an image contains many patterns and structures, the performance of these CNNs is still inferior. To address this issue, here we propose a novel feature space deep residual learning algorithm that outperforms the existing residual learning. The main idea is originated from the observation that the performance of a learning algorithm can be improved if the input and/or label manifolds can be made topologically simpler by an analytic mapping to a feature space. Our extensive numerical studies using denoising experiments and NTIRE single-image super-resolution (SISR) competition demonstrate that the proposed feature space residual learning outperforms the existing state-of-the-art approaches. Moreover, our algorithm was ranked third in NTIRE competition with 5-10 times faster computational time compared to the top ranked teams. The source code is available on page : https://github.com/iorism/CNN.git

Woong Bae, Jaejun Yoo, Jong Chul Ye• 2016

Related benchmarks

TaskDatasetResultRank
Super-ResolutionSet5
PSNR37.57
751
Single Image Super-ResolutionUrban100
PSNR30.96
500
Single Image Super-ResolutionSet14
PSNR33.09
252
Gaussian DenoisingSet12
Average PSNR29.8976
47
Single Image Super-ResolutionUrban100 scale 2
PSNR32.63
40
Gaussian DenoisingBSD68 (test)
PSNR31.8607
30
Image Super-resolutionBSD100 s=3 (test)
PSNR29.18
26
Image Super-resolutionBSD100 s=2 (test)
PSNR32.26
26
Image Super-resolutionBSD100 s=4 (test)
SSIM0.738
22
Single Image Super-ResolutionUrban100 scale 4
PSNR26.42
20
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