A Blind Source Separation of instantaneous acoustic mixtures using Natural Gradient Method

Control System, Computing and Engineering(2012)

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摘要
A variety of applications concerning communication signal processing involves recovering unobserved signals or “sources” from several observed mixtures, and “cocktail party effect” is a good paradigm related to this process. Given a set of linearly superimposed acoustic signals without knowledge about the sources makes Blind Source Separation (BSS) a very suitable scheme. A more popular approach of BSS, Independent Component Analysis, has been exploited which basically senses the statistical independence of the source signal estimates to achieve separation. A set of interfering signals present in a typical acoustic environment has been instantaneously combined with a pre-determined mixing matrix. A great weight has been given on an excellent rendition of the Infomax technique of Independent Component Analysis (ICA), called the Natural Gradient Method, to employ a cost function that would yield an optimized de-mixing matrix, producing fairly estimated source signals. By varying the learning rate and the score function, a robust performance of the Natural Gradient has been exhibited, maximizing the separation quality, stability and convergence speed.
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关键词
acoustic signal processing,blind source separation,gradient methods,independent component analysis,matrix algebra,bss,ica,infomax technique,cocktail party effect,communication signal processing,convergence speed,cost function,instantaneous acoustic mixtures,linearly superimposed acoustic signals,natural gradient method,optimized demixing matrix,predetermined mixing matrix,separation quality maximization,source signal estimation,statistical independence,cocktail party
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