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BSS Algorithm by Diffusing Nonparameteric Density Estimator

机译:扩散非参数密度估计量的BSS算法

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摘要

Nonparametric diffusion mixing estimator (DME) based blind signal separation (BSS) algorithm is proposed under the framework of natural gradient optimization method. In order to improve the performance of signal separation by BSS, the probability distributions of source signals must be described as accurately as possible. In this paper, we use the new data-driven bandwidth selection method based MDE to estimate the probability distributions of sources, which can improve the performance of fixed-width kernel density estimator (FKDE). The MDE is inspired via a Langevin diffusion process. As a result, the proposed algorithm has a wider application and do not need to assume tbe parametric nonlinear functions as them. The effectiveness of tbe proposed algorithm has been confirmed by simulation experiments.
机译:在自然梯度优化方法的框架下,提出了基于非参数扩散混合估计器(DME)的盲信号分离(BSS)算法。为了提高通过BSS进行信号分离的性能,必须尽可能准确地描述源信号的概率分布。在本文中,我们使用基于MDE的新的数据驱动带宽选择方法来估计源的概率分布,这可以提高固定宽度内核密度估计器(FKDE)的性能。 MDE受Langevin扩散过程的启发。结果,所提出的算法具有更广泛的应用,并且不需要假设它们为参数非线性函数。仿真实验证实了所提算法的有效性。

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