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CGMF: Coupled Group-Based Matrix Factorization for Recommender System

机译:CGMF:耦合基于组的矩阵分子,用于推荐系统

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With the advent of social influence, social recommender systems have become an active research topic for making recommendations based on the ratings of the users that have close social relations with the given user. The underlying assumption is that a user's taste is similar to his/her friends' in social networking. In fact, users enjoy different groups of items with different preferences. A user may be treated as trustful by his/her friends more on some specific rather than all groups. Unfortunately, most of the extant social recommender systems are not able to differentiate user's social influence in different groups, resulting in the unsatisfactory recommendation results. Moreover, most extant systems mainly rely on social relations, but overlook the influence of relations between items. In this paper, we propose an innovative coupled group-based matrix factorization model for recommender system by leveraging the user and item groups learned by topic modeling and incorporating couplings between users and items and within users and items. Experiments conducted on publicly available data sets demonstrate the effectiveness of our approach.
机译:随着社会影响力的出现,社会推荐系统已成为一个积极的研究课题,用于根据与给定用户密切的社会关系的用户的额定值来提出建议。潜在的假设是用户的口味与他/她的社交网络中的朋友类似。事实上,用户享受不同偏好的不同项目组。用户可以在某些特定的而不是所有群体中更多地被他/她的朋友视为可信赖的人。不幸的是,大多数现存社会推荐系统无法区分用户在不同群体中的社会影响力,从而导致了不令人满意的推荐结果。此外,大多数现存系统主要依赖于社会关系,但忽略了物品之间关系的影响。在本文中,我们通过利用主题建模和包含用户和项目之间的耦合以及用户和项目之间的耦合来提出推荐系统的基于耦合基于基于矩阵的基于矩阵分解模型。在公开数据集上进行的实验表明了我们方法的有效性。

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