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矩阵填充算法的比较研究

dvances in Theory of Matrix Completion

中文摘要英文摘要

矩阵填充(Matrix completion)算法,指的是在矩阵有残缺值的位置上填充元素的方法。其在推荐系统、心率估计、基因表达等方面有广泛的应用。Netflix 推荐系统竞赛,使矩阵填充算法,受到研究者普遍重视。而Candes和Recht等人提出的凸优化矩阵填充理论,为目前流行的凸优化算法提供了理论框架。本文从理论分析、性能评价、和实际应用等角度,分析和整理了矩阵填充算法的进展及存在的问题,指出了进一步研究方向。

Matrix Completion concerns how to recover a matrix from a sampling of its entries.There are many application,such as recommender systems, estimation of the heart rate,predicting gene-disease and so on.The recommender systems competition of Netflix Prize make the matrix completion algorithm be a hot topic. Candes and Rechat put forward theconvex optimization theory of matrix completion, provide theoretical framework for currently popular convex optimization to solve matrix completion . Based on the theoretical analysis , performance and pratical application in this paper,analysis the advances of matrix completion and existing problem, and points out the direction of further research.

刘红兵、温罗生

计算技术、计算机技术

计算数学矩阵填充推荐系统凸优化

omputational MathematicsMatrix CompletionRecommender SystemsConvex optimization

刘红兵,温罗生.矩阵填充算法的比较研究[EB/OL].(2017-03-03)[2025-08-18].http://www.paper.edu.cn/releasepaper/content/201703-49.点此复制

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