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HAM:用于序列推荐的混合关联模型

HAM: Hybrid Associations Models for Sequential Recommendation.

作者信息

Peng Bo, Ren Zhiyun, Parthasarathy Srinivasan, Ning Xia

机构信息

Department of Computer Science and Engineering, The Ohio State University, Columbus, OH, 43210.

Department of Biomedical Informatics, The Ohio State University, Columbus, OH, 43210.

出版信息

IEEE Trans Knowl Data Eng. 2022 Oct;34(10):4838-4853. doi: 10.1109/tkde.2021.3049692. Epub 2021 Jan 6.

Abstract

Sequential recommendation aims to identify and recommend the next few items for a user that the user is most likely to purchase/review, given the user's purchase/rating trajectories. It becomes an effective tool to help users select favorite items from a variety of options. In this manuscript, we developed hybrid associations models (HAM) to generate sequential recommendations. using three factors: 1) users' long-term preferences, 2) sequential, high-order and low-order association patterns in the users' most recent purchases/ratings, and 3) synergies among those items. HAM uses simplistic pooling to represent a set of items in the associations, and element-wise product to represent item synergies of arbitrary orders. We compared HAM models with the most recent, state-of-the-art methods on six public benchmark datasets in three different experimental settings. Our experimental results demonstrate that HAM models significantly outperform the state of the art in all the experimental settings. with an improvement as much as 46.6%. In addition, our run-time performance comparison in testing demonstrates that HAM models are much more efficient than the state-of-the-art methods. and are able to achieve significant speedup as much as 139.7 folds.

摘要

序列推荐旨在根据用户的购买/评分轨迹,为用户识别并推荐其最有可能购买/评价的接下来的几个商品。它成为帮助用户从各种选项中挑选心仪商品的有效工具。在本论文中,我们开发了混合关联模型(HAM)来生成序列推荐,该模型使用三个因素:1)用户的长期偏好;2)用户最近购买/评分中的序列、高阶和低阶关联模式;3)这些商品之间的协同效应。HAM使用简单池化来表示关联中的一组商品,并使用逐元素乘积来表示任意阶的商品协同效应。我们在三种不同的实验设置下,将HAM模型与六个公开基准数据集上的最新、最先进方法进行了比较。我们的实验结果表明,在所有实验设置中,HAM模型均显著优于现有技术,提升幅度高达46.6%。此外,我们在测试中的运行时性能比较表明,HAM模型比现有技术方法效率高得多,能够实现高达139.7倍的显著加速。

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