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Dual Degradation-Inspired Deep Unfolding Network for Low-Light Image Enhancement

arXiv 2308.02776 ↗First posted 5 Aug 2023cs.CV eess.IVcited by 0

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Abstract (arXiv)

Although low-light image enhancement has achieved great stride based on deep enhancement models, most of them mainly stress on enhancement performance via an elaborated black-box network and rarely explore the physical significance of enhancement models. Towards this issue, we propose a Dual degrAdation-inSpired deep Unfolding network, termed DASUNet, for low-light image enhancement. Specifically, we construct a dual degradation model (DDM) to explicitly simulate the deterioration mechanism of low-light images. It learns two distinct image priors via considering degradation specificity between luminance and chrominance spaces. To make the proposed scheme tractable, we design an alternating optimization solution to solve the proposed DDM. Further, the designed solution is unfolded into a specified deep network, imitating the iteration updating rules, to form DASUNet. Based on different specificity in two spaces, we design two customized Transformer block to model different priors. Additionally, a space aggregation module (SAM) is presented to boost the interaction of two degradation models. Extensive experiments on multiple popular low-light image datasets validate the effectiveness of DASUNet compared to canonical state-of-the-art low-light image enhancement methods. Our source code and pretrained model will be publicly available.

Key facts. No citing papers in the map yet (data through 14 Oct 2026). Builds on 40 of its 76 references that are in the map. First posted on arXiv 5 Aug 2023.

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40 of 76 references.

References · 40

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28 more
  1. 2015LLNet: A Deep Autoencoder Approach to Natural Low-light Image Enhancementcited by 224
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  26. 2021Delta Sampling R-BERT for limited data and low-light action recognitioncited by 7
  27. 2023Division Gets Better: Learning Brightness-Aware and Detail-Sensitive Representations for Low-Light Image Enhancementcited by 4
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