4.4 Article

Fusion of infrared and visible images with Gaussian smoothness and joint bilateral filtering iteration decomposition

Journal

IET COMPUTER VISION
Volume 13, Issue 1, Pages 44-52

Publisher

INST ENGINEERING TECHNOLOGY-IET
DOI: 10.1049/iet-cvi.2018.5027

Keywords

filtering theory; image fusion; image reconstruction; feature extraction; low-pass filters; smoothing methods; image denoising; edge detection; image enhancement; infrared images; visible images; Gaussian smoothness; joint bilateral filtering iteration decomposition; edge-preserving filters; MultiScale Decomposition; fusion performance degradation; MSD-Iteration; source images; fine-scale detail removal; Gaussian filtering; structure extraction; scale-aware properties; low-pass filters; guided filter; traditional edge-preserving MSD

Funding

  1. Natural Science Foundation of China [61473144]

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Edge-preserving filters have been applied to Multi-Scale Decomposition (MSD) for fusion of infrared and visible images. Traditional edge-preserving MSDs may hardly make satisfied structural separation from details to cause fusion performance degradation. To suppress this challenge, the authors propose a novel fusion of infrared and visible images with Gaussian smoothness and joint bilateral filtering iteration decomposition (MSD-Iteration). This method consists of three steps. First, source images are decomposed by the Gaussian smoothness and joint bilateral filtering iteration. The implementation includes the fine-scale detail removal with Gaussian filtering, edge and structure extraction with joint bilateral filtering iteration, and detail obtaining at multi-scales. The decomposition has edge-preserving and scale-aware properties to improve detail acquisition. Second, rules are designed to conduct the layer combination. For the rule of base layers, saliency maps are constructed by Laplacian and Gaussian low-pass filters to calculate initial weight maps. A guided filter is further applied to determine final weight maps for the combination. Meanwhile, they use the regional average energy weighting to obtain decision maps at multi-scales by constructing intensity deviation to combine detail layers. Third, they implement the reconstruction with the combined layers. Sufficient experiments are presented to evaluate MSD-Iteration, and experimental results validate the superiority of the authors' method.

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