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A Low-Rank Tensor Regularization Strategy for Hyperspectral Unmixing

机译:高光谱解混的低秩张量正则化策略

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Tensor-based methods have recently emerged as a more natural and effective formulation to address many problems in hyperspectral imaging. In hyperspectral unmixing (HU), low-rank constraints on the abundance maps have been shown to act as a regularization which adequately accounts for the multidimensional structure of the underlying signal. However, imposing a strict low-rank constraint for the abundance maps does not seem to be adequate, as important information that may be required to represent fine scale abundance behavior may be discarded. This paper introduces a new low-rank tensor regularization that adequately captures the low-rank structure underlying the abundance maps without hindering the flexibility of the solution. Simulation results with synthetic and real data show that the the extra flexibility introduced by the proposed regularization significantly improves the unmixing results.
机译:基于张量的方法最近作为一种更自然和有效的方法出现,以解决高光谱成像中的许多问题。在高光谱解混(HU)中,丰度图上的低秩约束已显示为可充分说明基础信号的多维结构的正则化。但是,对丰度图施加严格的低秩约束似乎并不足够,因为可能会丢弃表示精细尺度的丰度行为可能需要的重要信息。本文介绍了一种新的低秩张量正则化,可以充分捕获丰度图下面的低秩结构,而不会影响解决方案的灵活性。综合和真实数据的仿真结果表明,所提出的正则化所引入的额外灵活性极大地改善了分解结果。

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