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Blind source separation in underdetermined model based on local mean decomposition and AMUSE algorithm

机译:基于局部均值分解和AMUSE算法的欠定模型中盲源分离

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An objective of blind source separation (BSS) is to recover potential source signals from their mixtures without a prior knowledge of the mixing process. In this paper, a new underdetermined blind source separation (UDBSS) approach, based on the local mean decomposition (LMD) method and the AMUSE algorithm, is proposed. To make the UDBSS problem simpler, some extra observation signals are first constructed using the LMD method. Thus the underdetermined blind source separation problem is transformed into an (over-)determined one. Subsequently, the well known AMUSE algorithm is applied to these new observations to estimate the source signals. The proposed method does not resort to the sparsity constraint which is included in most of the former researches. The theoretical analysis and simulation results illustrate the effectiveness of the proposed UDBSS method.
机译:盲源分离(BSS)的目标是从其混合物中恢复潜在的源信号,而无需事先了解混合过程。本文提出了一种基于局部均值分解(LMD)方法和AMUSE算法的不确定的盲源分离(UDBSS)新方法。为了简化UDBSS问题,首先使用LMD方法构造一些​​额外的观察信号。因此,不确定的盲源分离问题转化为(超)确定的问题。随后,将众所周知的AMUSE算法应用于这些新观测值,以估计源信号。所提出的方法没有求助于稀疏约束,而稀疏约束已包含在大多数以前的研究中。理论分析和仿真结果说明了所提出的UDBSS方法的有效性。

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