Matrix and Tensor Decomposition in Recommender Systems

P. Symeonidis
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引用次数: 42

Abstract

This turorial offers a rich blend of theory and practice regarding dimensionality reduction methods, to address the information overload problem in recommender systems. This problem affects our everyday experience while searching for knowledge on a topic. Naive Collaborative Filtering cannot deal with challenging issues such as scalability, noise, and sparsity. We can deal with all the aforementioned challenges by applying matrix and tensor decomposition methods. These methods have been proven to be the most accurate (i.e., Netflix prize) and efficient for handling big data. For each method (SVD, SVD++, timeSVD++, HOSVD, CUR, etc.) we will provide a detailed theoretical mathematical background and a step-by-step analysis, by using an integrated toy example, which runs throughout all parts of the tutorial, helping the audience to understand clearly the differences among factorisation methods.
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推荐系统中的矩阵和张量分解
本教程提供了丰富的关于降维方法的理论和实践的结合,以解决推荐系统中的信息过载问题。这个问题影响了我们在寻找某一主题的知识时的日常体验。朴素协同过滤不能处理具有挑战性的问题,如可伸缩性、噪声和稀疏性。我们可以通过应用矩阵和张量分解方法来处理上述所有的挑战。这些方法已被证明是处理大数据最准确(如Netflix奖)和最有效的方法。对于每种方法(SVD, svd++, timeSVD++, HOSVD, CUR等),我们将提供详细的理论数学背景和逐步分析,通过使用集成的玩具示例,该示例贯穿教程的所有部分,帮助观众清楚地理解分解方法之间的差异。
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