2021
DOI: 10.48550/arxiv.2104.08126
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Exploiting Global and Local Attentions for Heavy Rain Removal on Single Images

Abstract: Heavy rain removal from a single image is the task of simultaneously eliminating rain streaks and fog, which can dramatically degrade the quality of captured images. Most existing rain removal methods do not generalize well for the heavy rain case. In this work, we propose a novel network architecture consisting of three sub-networks to remove heavy rain from a single image without estimating rain streaks and fog separately. The first sub-net, a U-net-based architecture that incorporates our Spatial Channel At… Show more

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Cited by 2 publications
(3 citation statements)
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“…where, q u refers to the input, the activation function is indicated as squashing function and is represented as q w , in which the long vector is shrunken into the required length based on  and the short vector is shrunken to the length zero. The CapsuleNet acquires the input as,   p p pq pq q v Wei s u (10) Where, the weight factor is notated as Where, the probabilities of two coupled capsules are notated as pq…”
Section: E Ex_gaderain-based Rain Streaks Removalmentioning
confidence: 99%
See 1 more Smart Citation
“…where, q u refers to the input, the activation function is indicated as squashing function and is represented as q w , in which the long vector is shrunken into the required length based on  and the short vector is shrunken to the length zero. The CapsuleNet acquires the input as,   p p pq pq q v Wei s u (10) Where, the weight factor is notated as Where, the probabilities of two coupled capsules are notated as pq…”
Section: E Ex_gaderain-based Rain Streaks Removalmentioning
confidence: 99%
“…However, the available rain streaks can blur the scene and degrade the performance of such techniques [8]. The major problem in deraining approaches is exploiting the necessary attributes of rain streaks and the pure image [9][10][11][12]. The model-based methods define the removal of rain streaks as an optimization issue [13].…”
Section: Introductionmentioning
confidence: 99%
“…To approximate the NSS of HSI, the spatial attention (SA) block [19] is employed to model the connection of different spatial regions (or pixels) by adaptively learning spatial weights. To model the GCS of HSIs, the spectral-channel attention (SCA) block is used to model the global correlation along spectral dimension also by adaptively learning the spectral weights [20]. Particularly, we find that exchanging the dimensions of channels and bands before global average pooling can better promote the effectiveness of attention on a channel.…”
Section: Introductionmentioning
confidence: 99%