摘要

In order to solve the problem of unstable sparseness of non-negative matrix factorization (NMF), the improved NMF algorithms with L-0 sparseness constraints are proposed. With the constraining the L-0 norm of the coefficient matrix, we applied inverse matching principle into non-negative least square (ISNNLS) which enhances the reconstruction ability of the decomposition matrix. In addition, the L-0 sparseness constraints are added to the basis matrix. In the updating process, the proposed algorithm set the smallest value to zero by projecting the basis vectors onto the closest non-negative vector with the expected sparseness. The experimental results have illustrated that the proposed algorithm can achieve higher reconstruction quality and effectiveness compared with the other algorithms.

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