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Robust non-negative matrix factorization via joint sparse and graph regularization

机译:通过联合稀疏和图正则化进行稳健的非负矩阵分解

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In real world applications, we often have to deal with some high-dimensional, sparse and noisy data. In this paper, we aim to handle this kind of complex data by a Robust Non-negative Matrix Factorization via joint Sparse and Graph regularization model (RSGNMF). We provide a novel efficient and elegant iterative updating algorithm with rigorous convergence analysis for RSGNMF model. Experimental results on image data sets demonstrate that our RSGNMF model outperforms existing start-of-art methods.
机译:在现实世界应用中,我们经常必须处理一些高维,稀疏和嘈杂的数据。在本文中,我们的目标是通过稀疏和图形正则化模型(RSGNMF)通过强大的非负矩阵分解来处理这种复杂数据。我们为RSGNMF模型提供了一种具有严格收敛性分析的新型高效且优雅的迭代更新算法。图像数据集的实验结果表明,我们的RSGNMF模型优于现有的现有技术开始。

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