Abstract

Single image de-raining is challenging especially in the scenarios with dense rain streaks. Existing methods resolve this problem by predicting the rain streaks of the image, which constrains the network to focus on local rain streaks features. However, dense rain streaks are visually similar to mist or fog (with large intensities), in this case, the training objective should be shifted to image recovery instead of extracting rain streaks. In this paper, we propose a coupled rain streak and background estimation network that explores the intrinsic relations between two tasks. In particular, our network produces task-dependent feature maps, each part of the features correspond to the estimation of rain streak and background. Furthermore, to inject element-wise attention to all the convolutional blocks for better understanding the rain streaks distribution, we propose a Separable Element-wise Attention mechanism. In this way, dense element-wise attention can be obtained by a sequence of channel and spatial attention modules, with negligible computation. Extensive experiments demonstrate that the proposed method outperforms state-of-the-arts on 5 existing synthesized rain datasets and the real-world scenarios, without extra multi-scale or recurrent structure.

Highlights

  • IntroductionRain streaks in an image degrade visibility and prevent many computer vision algorithms from working properly

  • Most existing computer vision systems are designed for disturbance-free scenarios

  • We address the above two problems by proposing a coupled rain streak and background estimation network with Separable Element-wise Attention

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Summary

Introduction

Rain streaks in an image degrade visibility and prevent many computer vision algorithms from working properly. Addressing this visibility problem is challenging due to the random rain streaks distribution. Researches [2], [16], [17] treat it as a signal separation problem using low rank decomposition or Gaussian mixture models (GMM), or resolve it in a denoising manner with a nonlocal mean smoothing algorithm [13]. Deep learning based models [4], [25], [27] learn from synthesized data and achieve preferable performance due to the powerful ability of feature representation. Notwithstanding the demonstrated success, these deep models suffer from two main issues.

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