Edge-guided Low-light Image Enhancement with Inertial Bregman
Alternating Linearized Minimization
- URL: http://arxiv.org/abs/2403.01142v1
- Date: Sat, 2 Mar 2024 09:00:57 GMT
- Title: Edge-guided Low-light Image Enhancement with Inertial Bregman
Alternating Linearized Minimization
- Authors: Chaoyan Huang, Zhongming Wu, Tieyong Zeng
- Abstract summary: Prior-based methods for low-light image enhancement often face challenges in extracting available prior information from dim images.
We introduce a simple yet effective Retinex model with the proposed edge extraction prior.
This algorithm addresses the optimization problem associated with the edge-guided Retinex model, enabling effective enhancement of low-light images.
- Score: 21.335003558744496
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: Prior-based methods for low-light image enhancement often face challenges in
extracting available prior information from dim images. To overcome this
limitation, we introduce a simple yet effective Retinex model with the proposed
edge extraction prior. More specifically, we design an edge extraction network
to capture the fine edge features from the low-light image directly. Building
upon the Retinex theory, we decompose the low-light image into its illumination
and reflectance components and introduce an edge-guided Retinex model for
enhancing low-light images. To solve the proposed model, we propose a novel
inertial Bregman alternating linearized minimization algorithm. This algorithm
addresses the optimization problem associated with the edge-guided Retinex
model, enabling effective enhancement of low-light images. Through rigorous
theoretical analysis, we establish the convergence properties of the algorithm.
Besides, we prove that the proposed algorithm converges to a stationary point
of the problem through nonconvex optimization theory. Furthermore, extensive
experiments are conducted on multiple real-world low-light image datasets to
demonstrate the efficiency and superiority of the proposed scheme.
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