A New Regularization for Retinex Decomposition of Low-Light Images

Arthur Lecert, R. Fraisse, A. Roumy, C. Guillemot
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引用次数: 2

Abstract

We study unsupervised Retinex decomposition for low light image enhancement. Being an underdetermined problem with infinite solutions, well-suited priors are required to reduce the solution space. In this paper, we analyze the characteristics of low-light images and their illumination component and identify a trivial solution not taken into consideration by the previous unsupervised state-of-the-art methods. The challenge comes from the fact that the trivial solution cannot be completely eliminated from the feasible set as it corresponds to the true solution when the low-light image contains a light source or an overexposed area. To address this issue, we propose a new regularization term which only remove absurd solutions and keep plausible ones in the set. To demonstrate the efficiency of the proposed prior, we conduct our experiments using deep image priors in a framework similar to the recent work RetinexDIP and an in-depth ablation study. Finally, we observe no more halo artefacts in the restored image. For all-but-one metrics, our unsupervised approach gives results as good as the supervised state-of-the-art indicating the potential of this framework for low-light image enhancement.
一种新的弱光图像视网膜分解正则化方法
我们研究了用于弱光图像增强的无监督视网膜分解。作为一个具有无限解的待定问题,需要合适的先验来减小解空间。在本文中,我们分析了低光图像及其照明成分的特征,并确定了一个平凡的解决方案,而不是由以前的无监督的最先进的方法考虑。挑战来自于这样一个事实,即当弱光图像包含光源或过度曝光区域时,平凡解不能从可行集中完全消除,因为它对应于真实解。为了解决这个问题,我们提出了一个新的正则化项,它只去除荒谬的解,并在集合中保留合理的解。为了证明所提出的先验的有效性,我们在类似于最近的工作retexdip和深度消融研究的框架下使用深度图像先验进行了实验。最后,我们观察到在恢复图像中没有更多的光晕伪影。对于除一个指标外的所有指标,我们的无监督方法给出的结果与有监督的最新技术一样好,表明该框架在低光图像增强方面的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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