DehazeNet: An End-to-End System for Single Image Haze Removal
Overview
Affiliations
Single image haze removal is a challenging ill-posed problem. Existing methods use various constraints/priors to get plausible dehazing solutions. The key to achieve haze removal is to estimate a medium transmission map for an input hazy image. In this paper, we propose a trainable end-to-end system called DehazeNet, for medium transmission estimation. DehazeNet takes a hazy image as input, and outputs its medium transmission map that is subsequently used to recover a haze-free image via atmospheric scattering model. DehazeNet adopts convolutional neural network-based deep architecture, whose layers are specially designed to embody the established assumptions/priors in image dehazing. Specifically, the layers of Maxout units are used for feature extraction, which can generate almost all haze-relevant features. We also propose a novel nonlinear activation function in DehazeNet, called bilateral rectified linear unit, which is able to improve the quality of recovered haze-free image. We establish connections between the components of the proposed DehazeNet and those used in existing methods. Experiments on benchmark images show that DehazeNet achieves superior performance over existing methods, yet keeps efficient and easy to use.
Ni D, Xue Y Sci Rep. 2025; 15(1):7002.
PMID: 40016486 PMC: 11868645. DOI: 10.1038/s41598-025-88977-3.
Enhanced object detection in low-visibility haze conditions with YOLOv9s.
Zhang Y, Zhou B, Zhao X, Song X PLoS One. 2025; 20(2):e0317852.
PMID: 39993001 PMC: 11849987. DOI: 10.1371/journal.pone.0317852.
End-to-End Multi-Scale Adaptive Remote Sensing Image Dehazing Network.
Wang X, Yuan B, Dong H, Hao Q, Li Z Sensors (Basel). 2025; 25(1.
PMID: 39797009 PMC: 11723466. DOI: 10.3390/s25010218.
ODD-Net: a hybrid deep learning architecture for image dehazing.
Asha C, Siddiq A, Akthar R, Rajan M, Suresh S Sci Rep. 2024; 14(1):30619.
PMID: 39715769 PMC: 11666592. DOI: 10.1038/s41598-024-82558-6.
Enhancing low-light images using Sakaguchi type function and Gegenbauer polynomial.
Sundari K, Keerthi B Sci Rep. 2024; 14(1):29679.
PMID: 39613862 PMC: 11606971. DOI: 10.1038/s41598-024-80605-w.