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Blind Signal Separation by Independent Subspace Analysis

机译:独立子空间分析的盲信号分离

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Most of the proposed algorithms for solving the Blind Signal Separation(BSS) problem rely on statistical independence (independent component analysis, ICA) or at least uncorrelation assumption of source signals. However, the independence property of sources may not hold in some real-world situations, especially in biomedical signal processing and image processing, therefore the standard ICA cannot give the expected results. Independent Subspace Analysis (ISA) as an extended ICA method for BSS has more application than ICA. In this paper, we briefly present a new perspective of ISA for BSS. The general and detailed definition of the ISA model is given, the relationships between ICA and ISA methods is discuss simultaneously. Moreover, because a fundamental difficulty in the ISA problem is that it is non unique without extra constraints, the separateness and uniqueness of the ISA model have been discussed and reviewed too. At last, the state-of-art ISA algorithms are overviewed from different theory foundations, some ISA algorithms based on the original relative gradient(natural gradient) ICA, FastICA and JADE are constructed for the BSS problem in detail.
机译:解决盲​​信号分离(BSS)问题的大多数提议算法都依赖于统计独立性(独立分量分析,ICA)或至少源信号的不相关假设。但是,在某些实际情况下,尤其是在生物医学信号处理和图像处理中,信号源的独立性可能不成立,因此标准ICA无法给出预期的结果。独立子空间分析(ISA)作为BSS的扩展ICA方法比ICA具有更多的应用。在本文中,我们简要介绍了针对BSS的ISA的新观点。给出了ISA模型的一般和详细定义,同时讨论了ICA和ISA方法之间的关系。而且,由于ISA问题的一个基本困难是它不是唯一的,没有额外的约束,因此ISA模型的分离性和唯一性也已经讨论和审查过。最后,从不同的理论基础上概述了最新的ISA算法,针对BSS问题构造了一些基于原始相对梯度(自然梯度)ICA,FastICA和JADE的ISA算法。

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