Lune

ACM MM2020Top-tier venue

Towards Lighter and Faster: Learning Wavelets Progressively for Image Super-Resolution

Huanrong Zhang, Zhi Jin, Xiaojun Tan, Xiying Li

2020Year
22Citations
2Top-tier citations

Abstract

Due to the significant development of deep learning (DL) techniques, recent advances in the super-resolution (SR) field have achieved a great performance. While seeking for better performance, the later proposed networks prone to be deeper and heavier, which limits the applications of SR algorithms in the resource-constrain devices. Some advances rely on recurrent/recursive learning to reduce the number of network parameters, however, they ignore the caused long inference time, since the more recurrences/recursions are involved, the longer inference time the network needs. To address this trade-off issue between reconstruction performance, the number of network parameters, and inference time, we propose a lightweight and fast network (WSR) to learn wavelet coefficients of the target image progressively for single image super-resolution. More specifically, the network comprises two main branches. One is used for predicting the second level low-frequency wavelet coefficients, and the other one is designed in a recurrent way for predicting the rest wavelet coefficients at the first and second levels. Finally, an inverse wavelet transformation is adopted to reconstruct the SR images from these coefficients. In addition, we propose a deformable convolution kernel (side window) to construct the side-information multi-distillation block (S-IMDB), which is the basic unit of the recurrent blocks (RBs). We train the WSR with loss constraints at wavelet and spatial domains. Comprehensive experiments demonstrate that our WSR achieves a better trade-off than most of the state-of-the-art approaches. Code is available at https://github.com/FVL2020/WSR.

Ask about this paper

Ask your agent about it.

Lune has read the top-tier papers around this one, so every answer names the papers it rests on.

Questions to start from

Your agent calls

Lunesearch_papers

Ask in Lune

Free to start. No credit card required.

lune papers get 3e9de8a3-efcd-4492-8978-2093ba78953a

Cited by top-tier papers2

Ask how each one uses it

Related papers

Dusk over the sea between two cliffs drawn in fine vertical lines