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DC Programming and DCA for Nonnegative Matrix Factorization

机译:用于非负矩阵分解的DC编程和DCA

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Techniques of matrix factorization or decomposition always play a central role in numerical analysis and statistics with many applications in real-world problems. Recently, the NMF dimension-reduction technique, popularized by Lee and Seung with their multiplicative update algorithm (an adapted gradient approach) has drawn much attention of researchers and practitioners. Since many of existing algorithms lack a firm theoretical foundation, and designing efficient scalable algorithms for NMF still is a challenging problem, we investigate DC programming and DCA for NMF.
机译:矩阵分解或分解技术始终在数值分析和统计中起着核心作用,并在现实世界中有许多应用。最近,由Lee和Seung用乘性更新算法(一种自适应的梯度方法)推广的NMF降维技术引起了研究人员和从业人员的广泛关注。由于许多现有算法缺乏坚实的理论基础,并且为NMF设计有效的可伸缩算法仍然是一个具有挑战性的问题,因此我们研究了NMF的DC编程和DCA。

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