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Incremental Nonnegative Matrix Factorization Based on Matrix Sketching and k-means Clustering

机译:基于矩阵素描和k-均值聚类的增量非负矩阵分解

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Along with the information increase on the Internet, there is a pressing need for online and real-time recommendation in commercial applications. This kind of recommendation attains results by combining both users' historical data and their current behaviors. Traditional recommendation algorithms have high computational complexity and thus their reactions are usually delayed when dealing with large historical data. In this paper, we investigate the essential need of online and real-time processing in modern applications. In particular, to provide users with better online experience, this paper proposes an incremental recommendation algorithm to reduce the computational complexity and reaction time. The proposed algorithm can be considered as an online version of nonnegative matrix factorization. This paper uses matrix sketching and k-means clustering to deal with cold-start users and existing users respectively and experiments show that the proposed algorithm can outperform its competitors.
机译:随着因特网上信息的增加,在商业应用中迫切需要在线和实时推荐。这种推荐通过结合用户的历史数据和他们的当前行为来获得结果。传统的推荐算法具有很高的计算复杂度,因此在处理大量历史数据时通常会延迟其反应。在本文中,我们研究了现代应用程序中在线和实时处理的基本需求。特别是为了给用户提供更好的在线体验,本文提出了一种增量推荐算法,以减少计算复杂度和反应时间。可以将所提出的算法视为非负矩阵分解的在线版本。本文采用矩阵草图法和k-means聚类分别处理冷启动用户和现有用户,实验表明该算法的性能优于竞争对手。

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