盲信号分离
计算机科学
稳健性(进化)
独立成分分析
源分离
多元统计
算法
模式识别(心理学)
分集方案
趋同(经济学)
信号处理
人工智能
背景(考古学)
多样性(政治)
机器学习
电信
衰退
频道(广播)
化学
解码方法
雷达
生物
经济
基因
经济增长
社会学
人类学
古生物学
生物化学
作者
J. Bobin,Jean‐Luc Starck,Jalal Fadili,Jean‐Paul Kneib
出处
期刊:IEEE transactions on image processing
[Institute of Electrical and Electronics Engineers]
日期:2007-10-15
卷期号:16 (11): 2662-2674
被引量:188
标识
DOI:10.1109/tip.2007.906256
摘要
Over the last few years, the development of multichannel sensors motivated interest in methods for the coherent processing of multivariate data. Some specific issues have already been addressed as testified by the wide literature on the so-caIled blind source separation (BSS) problem. In this context, as clearly emphasized by previous work, it is fundamental that the sources to be retrieved present some quantitatively measurable diversity. Recently, sparsity and morphological diversity have emergedas a novel and effective source of diversity for BSS. Here, we give some new and essential insights into the use of sparsity in source separation, and we outline the essential role of morphological diversity as being a source of diversity or contrast between the sources. This paper introduces a new BSS method coined generalized morphological component analysis (GMCA) that takes advantages of both morphological diversity and sparsity, using recent sparse overcomplete or redundant signal representations. GMCA is a fast and efficient BSS method. We present arguments and a discussion supporting the convergence of the GMCA algorithm. Numerical results in multivariate image and signal processing are given illustrating the good performance of GMCA and its robustness to noise.
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