隐式反馈协同滤波的成对概率矩阵分解

L. Gai
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引用次数: 1

摘要

协同过滤(CF)被广泛应用于提高推荐系统的性能。在Netflix奖的激励下,研究人员提出了一系列针对评分数据集的CF算法,例如Netflix上的1到5评分。在本文中,我们研究了关于隐式用户反馈的问题,这是一个更常见的场景(例如购买历史,点击记录和页面访问)。在这些问题中,训练数据只是二进制的,反映了用户的行动或不行动。在这种情况下,为每个用户生成个性化排名列表是一项更具挑战性的任务,因为我们拥有的先验信息较少。我们将其视为一个排序问题:协同排序(CR)跳过中间的评级预测步骤,直接生成排序列表。为了解决排序问题,我们提出了一种新的模型,称为成对概率矩阵分解(PPMF),该模型将成对排序方法与流行的概率矩阵分解(PMF)模型相结合,来学习物品的相对偏好。在基准数据集上的实验表明,我们提出的PPMF模型通过使用不同的评估指标优于当前最先进的隐式反馈协作排名模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pairwise probabilistic matrix factorization for implicit feedback collaborative filtering
Collaborative filtering (CF) has been widely applied to improve the performance of recommendation systems. With the motivation of the Netflix Prize, researchers have proposed a series of CF algorithms for rating datasets, such as the 1 to 5 rating on Netflix. In this paper, we investigate the problem about implicit user feedback, which is a more common scenario (e.g. purchase history, click-through log, and page visitation). In these problems, the training data are only binary, reflecting the user's action or inaction. Under these circumstances, generating a personalized ranking list for every user is a more challenging task since we have less prior information. We consider it as a ranking problem: collaborative ranking (CR) skips the intermediate rating prediction step, and creates the ranked list directly. In order to solve the ranking problem, we propose a new model named pairwise probabilistic matrix factorization (PPMF), which takes a pairwise ranking approach integrated with the popular probabilistic matrix factorization (PMF) model to learn the relative preference for items. Experiments on benchmark datasets show that our proposed PPMF model outperforms the state-of-the-art implicit feedback collaborative ranking models by using different evaluation metrics.
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