盲源分离中后非线性混合的几何方法

T.V. Nguyen, J. Patra, A. Das
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引用次数: 2

摘要

提出了一种新的后非线性混合盲源分离方法。这种新方法利用了线性和非线性混合在多维空间中的分布性质的区别。非线性混合用曲面表示,而线性混合用平面表示。提出了一种基于几何的后非线性独立分量分析(gpnlCA)算法。该两阶段算法将非线性混合物的曲面几何变换为一个平面,即线性混合物,然后应用法向线性ICA提取未知信号。实验验证了该算法的性能
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A geometric approach to post nonlinear mixture in blind source separation
In this paper, a novel approach for the post nonlinear mixture blind source separation (PNL BSS) is introduced. The new approach exploits the difference between a linear and nonlinear mixture from their nature of distributions in a multi-dimensional space. The nonlinear mixture is represented by a curved surface while the linear mixture is represented by a plane. A geometric-based algorithm named as geometric post nonlinear independent component analysis (gpnlCA) is developed. This two-stage algorithm geometrically transforms the curved surface of the nonlinear mixture to a plane, i.e., a linear mixture, and then applies a normal linear ICA to extract the unknown signals. Experiments were carried out to illustrate the algorithm performance
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