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Matrix Recovery Algorithm Based on Normal Vector of Hyperplane in Underdetermined BSS

机译:欠定BSS中基于超平面法向向量的矩阵恢复算法

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This paper discusses the matrix recovery for sparse source under the k-SCA condition. Here, to estimate the mixing matrix using hyperplane clustering, we propose a new algorithm based on normal vector for hyperplane. The algorithm is an extension of blind separation algorithm using statistical clustering (i.e. kmeans). Compared with the Hough SCA algorithm, we give a method to calculate normal vector for hyperplane, and our algorithm has lower complexity and higher precision. Two examples demonstrates its performance.
机译:本文讨论了在k-SCA条件下稀疏源的矩阵恢复。在此,为了使用超平面聚类估计混合矩阵,我们提出了一种基于法向矢量的超平面新算法。该算法是使用统计聚类(即kmeans)的盲分离算法的扩展。与Hough SCA算法相比,我们给出了一种计算超平面法线向量的方法,该算法具有较低的复杂度和较高的精度。两个例子证明了它的性能。

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