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Linear Strength-based Algorithm to Sparse Dependent Sources Separation

机译:基于线性强度的稀疏相依源分离算法

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摘要

In this paper, we present a novel linear strength-based method for the blind separation of correlated sources, which do not fulfill the independence assumption. In contrast to standard independent component analysis methods, we consider sparse of sources in the time-frequency space, also known as Sparse Dependent Component Analysis (SDCA). First, the frequency sub-bands of the observed data are obtained by wavelet packet transform. Next, a Linear Strength (LS) method is employed to detect the sparest cluster of frequency sub-bands. Finally, the mixing matrix can be estimated based on principle component analysis. Through simulation, we demonstrate consistent performance in terms of robustness as well as the effectiveness of the proposed LS-SDCA algorithm.
机译:在本文中,我们提出了一种新的基于线性强度的相关源盲分离方法,该方法不能满足独立性假设。与标准的独立成分分析方法相比,我们考虑时频空间中的源稀疏,也称为稀疏相关成分分析(SDCA)。首先,通过小波包变换获得观测数据的频率子带。接下来,使用线性强度(LS)方法来检测频率子带的最备用群集。最后,可以基于主成分分析来估计混合矩阵。通过仿真,我们在鲁棒性和所提出的LS-SDCA算法的有效性方面展示了一致的性能。

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