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Decompositions using maximum signal factors

机译:使用最大信号因子进行分解

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Maximum autocorrelation factors (MAF) and whitened principal components analysis are gaining popularity as tools for exploratory analysis of hyperspectral images. This paper shows that the two approaches are mathematically identical when signal and noise (clutter) are defined similarly. It also shows that the MAF metaphor can be generalized to encompass a wide variety of signal processing objectives referred to generically as maximum signal factors while retaining the interpretability of principal components analysis. A subspace projection approximation of the data prior to decomposition is also introduced, which reduces computational memory requirements. For the hyperspectral images studied, it was demonstrated to bring more signal of interest into the first factor as compared with the approach that did not use the subspace approximation. Also, it is expected to significantly reduce the number of scores images needed to be inspected during exploratory analysis. Copyright (C) 2014 John Wiley & Sons, Ltd.
机译:最大自相关因子(MAF)和白化主成分分析作为用于高光谱图像的探索性分析的工具越来越受欢迎。本文表明,当信号和噪声(杂波)的定义相似时,这两种方法在数学上是相同的。它还表明,MAF隐喻可以被概括为涵盖各种信号处理目标,这些目标通常被称为最大信号因子,同时保留了主成分分析的可解释性。还介绍了分解之前数据的子空间投影近似,这减少了计算内存需求。对于所研究的高光谱图像,与不使用子空间近似的方法相比,已证明将更多的感兴趣信号带入第一因素。而且,预期将在探索性分析期间显着减少需要检查的得分图像的数量。版权所有(C)2014 John Wiley&Sons,Ltd.

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