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Papers/Single Image Super-Resolution with Dilated Convolution bas...

Single Image Super-Resolution with Dilated Convolution based Multi-Scale Information Learning Inception Module

Wuzhen Shi, Feng Jiang, Debin Zhao

2017-07-22Super-ResolutionImage Super-ResolutionImage Restoration
PaperPDFCodeCode(official)

Abstract

Traditional works have shown that patches in a natural image tend to redundantly recur many times inside the image, both within the same scale, as well as across different scales. Make full use of these multi-scale information can improve the image restoration performance. However, the current proposed deep learning based restoration methods do not take the multi-scale information into account. In this paper, we propose a dilated convolution based inception module to learn multi-scale information and design a deep network for single image super-resolution. Different dilated convolution learns different scale feature, then the inception module concatenates all these features to fuse multi-scale information. In order to increase the reception field of our network to catch more contextual information, we cascade multiple inception modules to constitute a deep network to conduct single image super-resolution. With the novel dilated convolution based inception module, the proposed end-to-end single image super-resolution network can take advantage of multi-scale information to improve image super-resolution performance. Experimental results show that our proposed method outperforms many state-of-the-art single image super-resolution methods.

Results

TaskDatasetMetricValueModel
Super-ResolutionSet14 - 4x upscalingPSNR27.83MSSRNet
Super-ResolutionSet14 - 4x upscalingSSIM0.7631MSSRNet
Image Super-ResolutionSet14 - 4x upscalingPSNR27.83MSSRNet
Image Super-ResolutionSet14 - 4x upscalingSSIM0.7631MSSRNet
3D Object Super-ResolutionSet14 - 4x upscalingPSNR27.83MSSRNet
3D Object Super-ResolutionSet14 - 4x upscalingSSIM0.7631MSSRNet
16kSet14 - 4x upscalingPSNR27.83MSSRNet
16kSet14 - 4x upscalingSSIM0.7631MSSRNet

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