基于用户偏好变化预测的推荐系统

Kenta Inuzuka, Tomonori Hayashi, T. Takagi
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引用次数: 12

摘要

时间一直存在于我们的生活中,时间数据可以很容易地收集到各种应用程序中。例如,当你在网上购买物品或点击广告时,你选择物品或点击广告的时间被记录下来。因此,时间信息的分析可以应用于各个领域。需要注意的是,用户偏好会随着时间而变化。例如,一个在童年时期看动画电视节目的人很可能在成年后转向看新闻。将这些变化纳入推荐系统是有效的。在本文中,我们提出了一种通过学习推荐系统中的购买历史顺序来预测用户偏好并考虑偏好变化的方法。我们的方法由三个步骤组成。首先,基于矩阵分解和购买时间获得用户特征;接下来,我们使用卡尔曼滤波从用户特征中预测用户偏好向量。最后,我们生成了一个推荐列表,同时我们利用预测的向量提出了两种推荐方法。然后,我们通过使用真实世界数据集的实验证明,我们的方法优于一阶马尔可夫模型等竞争方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recommendation System Based on Prediction of User Preference Changes
Time always exists in our lives and time data can easily be collected in a variety of applications. For example, when you purchase items online or click on an ad, the time at which you chose the item or clicked the ad is recorded. The analysis of time information can therefore be applied in various areas. It is important to note that user preferences change over time. For example, a person who watched animated TV shows in childhood will most likely switch to watching the news in adulthood. It is effective to incorporate such changes into recommender systems. In this paper, we propose an approach that predicts user preferences with consideration of preference changes by learning the order of purchase history in a recommender system. Our approach is composed of three steps. First, we obtain user features based on matrix factorization and purchasing time. Next, we use a Kalman filter to predict user preference vectors from user features. Finally, we generate a recommendation list, at which time we propose two types of recommendation methods using the predicted vectors. We then show through experiments using a real-world dataset that our approach outperforms competitive methods such as the first order Markov model.
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