2020
DOI: 10.1016/j.eswa.2020.113346
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Alleviating the data sparsity problem of recommender systems by clustering nodes in bipartite networks

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Cited by 55 publications
(25 citation statements)
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“…Summarily, the existing temporal-based approaches have addressed several limitations of recommender systems such as sparsity (Zhang et al, 2020a;Idrissi and Zellou, 2020;Chu et al, 2020), drift issue (Rabiu et al, 2020;Al-Hadi et al, 2017a) and time decay issue (Koren, 2009;Ye and Eskenazi, 2014;Al-Hadi et al, 2018b). Each reviewed approach in this article has one or two research gaps, e.g., learning the personalized features, the drift preferences, and the popularity decay.…”
Section: The Short-term Preferencesmentioning
confidence: 99%
“…Summarily, the existing temporal-based approaches have addressed several limitations of recommender systems such as sparsity (Zhang et al, 2020a;Idrissi and Zellou, 2020;Chu et al, 2020), drift issue (Rabiu et al, 2020;Al-Hadi et al, 2017a) and time decay issue (Koren, 2009;Ye and Eskenazi, 2014;Al-Hadi et al, 2018b). Each reviewed approach in this article has one or two research gaps, e.g., learning the personalized features, the drift preferences, and the popularity decay.…”
Section: The Short-term Preferencesmentioning
confidence: 99%
“…Summarily, the existing temporal-based approaches have addressed several limitations of recommender systems such as sparsity (Zhang et al, 2020a;Idrissi and Zellou, 2020;Chu et al, 2020), drift issue (Rabiu et al, 2020;Al-Hadi et al, 2017a) and time decay issue (Koren, 2009;Ye and Eskenazi, 2014;Al-Hadi et al, 2018b). Each reviewed approach in this article has one or two research gaps, e.g., learning the personalized features, the drift preferences, and the popularity decay.…”
Section: /20mentioning
confidence: 99%
“…In CF, personalized prediction of products depends on the latent features of users in a rating matrix. However, the CF prediction accuracy decreases if the rating matrix is sparse (Zhang et al, 2020a;Li & Chi, 2018;Idrissi & Zellou, 2020). Several types of factorization techniques such as baseline, singular value decomposition (SVD), matrix factorization (MF), and neighbors-based baseline have been exploited to address the problem of data sparsity (Mirbakhsh & Ling, 2013;Al-Hadi et al, 2017b) by predicting the missing rating scores in the rating matrix.…”
Section: Introductionmentioning
confidence: 99%