用户兴趣建模的贝叶斯非参数主题模型

Qinjiao Mao, B. Feng, Shanliang Pan
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引用次数: 2

摘要

Web用户通过他们浏览的页面序列隐式地显示他们的偏好。Web推荐系统使用方法从这些数据中提取有关用户兴趣的有用知识。我们提出了一种贝叶斯非参数方法来解决在推荐系统中使用隐式反馈(如用户导航和点击项目)对用户兴趣建模的问题。我们的方法是基于发现系统中用户之间共享的一组潜在兴趣,并做出一个关键假设,即每个用户的活动仅由用户兴趣档案中的几个兴趣驱动,这与大多数现有的推荐算法有很大不同。通过使用beta过程和Dirichlet先验,可以从数据中推断出隐藏兴趣的数量以及兴趣与项目之间的关系。为了对用户访问的顺序信息建模,我们对每个用户的导航项序列做了一个马尔可夫假设。提出了一种基于印度自助餐过程表示的马尔可夫链蒙特卡罗推理方法。我们使用合成数据和真实世界的数据集验证了我们的采样算法,以证明在恢复隐藏的用户兴趣方面有希望的结果。
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A Bayesian Nonparametric Topic Model for User Interest Modeling
Web users display their preferences implicitly by a sequence of pages they navigated. Web recommendation systems use methods to extract useful knowledge about user interests from such data. We propose a Bayesian nonparametric approach to the problem of modeling user interests in recommender systems using implicit feedback like user navigations and clicks on items. Our approach is based on the discovery of a set of latent interests that are shared among users in the system and make a key assumption that each user activity is motivated only by several interests amongst user interest profile which is quite different from most of the existing recommendation algorithms. By using a beta process and a Dirichlet prior, the number of hidden interests and the relationships between interests and items are both inferred from the data. In order to model the sequential information on user's visits, we make a Markovian assumption on each user's navigated item sequence. We develop a Markov chain Monte Carlo inference method based on the Indian buffet process representation of the beta process. We validate our sampling algorithm using synthetic data and real world datasets to demonstrate promising results on recovering the hidden user interests.
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