Blind non-linear spectral unmixing with spatial coherence for hyper and multispectral images

被引:0
|
作者
Mendoza-Chavarria, Juan N. [1 ]
Cruz-Guerrero, Ines A. [1 ,2 ,3 ]
Gutierrez-Navarro, Omar [4 ]
Leon, Raquel [5 ]
Ortega, Samuel [5 ,6 ]
Fabelo, Himar [5 ,7 ]
Callico, Gustavo M. [5 ]
Campos-Delgado, Daniel Ulises [1 ]
机构
[1] Univ Autonoma San Luis Potosi, Fac Ciencias, San Luis Potosi 78290, Mexico
[2] Univ Colorado, Colorado Sch Publ Hlth, Dept Biostat & Informat, Anschutz Med Campus, Aurora, CO 80045 USA
[3] Univ Colorado, Childrens Hosp Colorado, Dept Pediat Plast & Reconstruct Surg, Anschutz Med Campus, Aurora, CO 80045 USA
[4] Univ Autonoma Aguascalientes, Dept Ingn Biomed, Aguascalientes, Mexico
[5] Univ Las Palmas Gran Canaria, Inst Appl Microelect IUMA, Las Palmas Gran Canaria 35017, Spain
[6] Norwegian Inst Food Fisheries & Aquaculture Res NO, N-9019 Tromso, Norway
[7] Fdn Canaria Inst Invest Sanitaria Canarias FIISC, Las Palmas Gran Canaria 35012, Spain
关键词
Non-linear unmixing; Hyperspectral imaging; Multispectral imaging; Multi-linear model; Total variation; TOTAL VARIATION REGULARIZATION; COMPONENT ANALYSIS; CLASSIFICATION; ALGORITHM; MODEL;
D O I
10.1016/j.jfranklin.2024.107282
中图分类号
TP [自动化技术、计算机技术];
学科分类号
0812 ;
摘要
Multi and hyperspectral images have become invaluable sources of information, revolutionizing various fields such as remote sensing, environmental monitoring, agriculture and medicine. In this expansive domain, the multi-linear mixing model (MMM) is a versatile tool to analyze spatial and spectral domains by effectively bridging the gap between linear and non-linear interactions of light and matter. This paper introduces an upgraded methodology that integrates the versatility of MMM in non-linear spectral unmixing, while leveraging spatial coherence (SC) enhancement through total variation theory to mitigate noise effects in the abundance maps. Referred to as non-linear extended blind end-member and abundance extraction with SC (NEBEAE-SC), the proposed methodology relies on constrained quadratic optimization, cyclic coordinate descent algorithm, and the split Bregman formulation. The validation of NEBEAE-SC involved rigorous testing on various hyperspectral datasets, including a synthetic image, remote sensing scenarios, and two biomedical applications. Specifically, our biomedical applications are focused on classification tasks, the first addressing hyperspectral images of in-vivo brain tissue, and the second involving multispectral images of ex-vivo human placenta. Our results demonstrate an improvement in the abundance estimation by NEBEAE-SC compared to similar algorithms in the state-of-the-art by offering a robust tool for non-linear spectral unmixing in diverse application domains.
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页数:21
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