4.6 Article

Underdetermined Blind Source Separation Method Based on a Two-Stage Single-Source Point Screening

Journal

ELECTRONICS
Volume 12, Issue 10, Pages -

Publisher

MDPI
DOI: 10.3390/electronics12102185

Keywords

underdetermined blind source separation; single-source point screening; cosine angle; L1-norm optimization

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This study proposes a two-stage single-source point screening method that combines the cosine angle algorithm and the L1-norm optimization algorithm for estimating the mixing matrix and achieving blind source separation. Experimental results demonstrate that this method can obtain more accurate and robust mixing matrix estimation, leading to better separation of the source signals.
Underdetermined blind source separation is a signal processing technique that is more suitable for practical applications and aims to separate the source signals from the mixed signals. The mixing matrix estimation is a major step in the underdetermined blind source separation. Since the current methods for estimating the mixing matrix have the disadvantages of insufficient accuracy or weak noise immunity, a two-stage single-source point screening that combines the cosine angle algorithm and the L1-norm optimization algorithm is proposed. During the first stage, the first-stage single-source points are extracted from the original mixed signals using the cosine angle algorithm. During the second stage, based on the L1-norm optimization algorithm, the reference single-source points are extracted from the original mixed signals. The reference single-source points are then clustered to obtain the clustering center, which is defined as the reference center. In combination with the reference center, the deviation and interference points in the first-stage single-source points are eliminated by the cosine distance. The remaining signal points are considered as the second-stage single-source points, which are clustered to obtain the mixing matrix estimation. Experiments on simulated and speech signals show that the proposed method can obtain more accurate and robust mixing matrix estimation, leading to better separation of the source signals.

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