高光谱成像
计算机科学
正规化(语言学)
模式识别(心理学)
秩(图论)
稀疏逼近
端元
人工智能
稀疏矩阵
约束(计算机辅助设计)
财产(哲学)
张量(固有定义)
代表(政治)
非负矩阵分解
矩阵分解
数学
化学
哲学
法学
几何学
认识论
量子力学
政治学
高斯分布
特征向量
物理
计算化学
组合数学
政治
纯数学
作者
J. Y. Zhang,Hongsong Dong,Gao Wen-lian,Zhang Li,Zhiwen Xue,Xiangfei Shen
标识
DOI:10.1080/01431161.2023.2295836
摘要
Sparse unmixing methods have been widely used to estimate the abundance of each material component from hyperspectral images. However, conventional sparse unmixing approaches only consider matrix factorization without limited explorations on the high-dimensional structures of the third-order tensors. To address this issue, we propose SUnSLRR, a novel approach to sparse unmixing of hyperspectral data based on structured low-rank tensor modelling. In contrast to traditional methods, SUnSLRR leverages the low-rank property underlying the abundance tensor to exploit structural details from multiple modes. By incorporating sparsity regularization and a low-rank constraint, SUnSLRR can effectively extract the intrinsic features of hyperspectral data. We apply the alternating direction method of multipliers framework to solve the optimization problem induced by SUnSLRR, and experiments conducted on simulated and real hyperspectral images demonstrate the superior effectiveness of our proposed method compared to traditional methods in terms of both accuracy and efficiency.
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