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IU-PMF: Probabilistic Matrix Factorization Model Fused with Item Similarity and User Similarity

机译:IU-PMF:概率矩阵分解模型与项目相似性和用户相似性融合

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Probabilistic Matrix Factorization has been proven a very successful model for recommending because of scalability, accuracy and the ability to handle sparsity problem. However, many studies have demonstrated that PMF alone is poor to reveal local relationships which can be captured by neighborhood-aware methods. In this paper we present the IU-PMF model fusing Item Similarity and User Similarity in PMF, which combines the merits of both methods. The IU-PMF model consists of two phases: the Item and User similarity matrices computation phase not needing to be applied frequently; the fused PMF model solving phase which scales linearly with the number of observations. The IU-PMF model incorporates Item similarities and User similarities abstracted from User-Item ratings into the PMF model, which helps to overcome the often encountered problem of data sparsity, scalability and prediction quality. Experiments on three real-world datasets and the complexity analysis show that IU-PMF is scalable and outperforms several state-of-the-art methods.
机译:由于可扩展性,准确性和处理稀疏问题的能力,已经证明了概率矩阵分解是一个非常成功的模型。然而,许多研究表明,单独的PMF差揭示了可以被邻域感知方法捕获的局部关系。在本文中,我们在PMF中介绍了IU-PMF模型的融合项目相似性和用户相似性,这组合了两种方法的优点。 IU-PMF模型由两个阶段组成:项目和用户相似性矩阵计算阶段不需要经常应用;熔融PMF模型求解阶段,其与观察数线性缩放。 IU-PMF模型将从用户项额定值绘制到PMF模型的项目相似性和用户相似性,有助于克服数据稀疏,可扩展性和预测质量的经常遇到问题。三个实际数据集的实验和复杂性分析表明,IU-PMF是可扩展性的,优于几种最先进的方法。

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