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Matrix Factorization Model in Collaborative Filtering Algorithms: A Survey

机译:协同过滤算法中的矩阵分解模型:综述

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Recommendation Systems (RSs) are becoming tools of choice to select the online information relevant to a given user.Collaborative Filtering(CF) is the most popular approach to build Recommendation System and has been successfully employed in many applications. Collaborative Filtering algorithms are much explored technique in the field of Data Mining and Information Retrieval. In CF, past user behavior are analyzed in order to establish connections between users and items to recommend an item to a user based on opinions of other users. Those customers, who had similar likings in the past, will have similar likings in the future. In the past decades due to the rapid growth of Internet usage, vast amount of data is generated and it has becomea challenge for CF algorithms. So, CF faces issues with sparsity of rating matrix and growing nature of data. These challenges are well taken care of byMatrix Factorization(MF). In this paper we are going to discuss different Matrix Factorization models such as Singular Value Decomposition (SVD), Principal Component Analysis (PCA) and Probabilistic Matrix Factorization (PMF). This paper attempts to present a comprehensive survey of MF model like SVD to address the challenges of CF algorithms, which can be served as a roadmap for research and practice in this area.
机译:推荐系统(RS)成为选择与给定用户相关的在线信息的首选工具。协作过滤(CF)是构建推荐系统的最流行方法,并且已成功应用于许多应用程序中。协作过滤算法是数据挖掘和信息检索领域中非常探索的技术。在CF中,将分析过去的用户行为,以便在用户和项目之间建立联系,以便根据其他用户的意见向用户推荐项目。那些过去曾有过类似爱好的客户,将来也会有类似的爱好。在过去的几十年中,由于Internet使用的快速增长,产生了大量的数据,这已成为CF算法的挑战。因此,CF面临评级矩阵稀疏和数据性质不断增长的问题。这些挑战已由byMatrix因子分解(MF)很好地解决。在本文中,我们将讨论不同的矩阵分解模型,例如奇异值分解(SVD),主成分分析(PCA)和概率矩阵分解(PMF)。本文试图对SVD等MF模型进行全面的调查,以解决CF算法的挑战,可以将其用作该领域研究和实践的路线图。

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