面向关系偏好的高阶推荐抽样

Mukun Chen, Xiuwen Gong, YH Jin, Wenbin Hu
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摘要

将知识图(KG)引入推荐系统(RS)已被证明是有效的,因为KG引入了项目之间的各种关系。实际上,根据KG中的关系,用户有不同的关系偏好。现有的基于gnn的模型大多采用随机邻居采样策略进行传播;然而,这些模型无法汇总特定用户的偏见关系偏好局部信息,因此无法有效地揭示用户偏好之间的内在关系。这将降低推荐的准确性,同时也限制了结果的可解释性。为此,我们提出了一种面向关系偏好的高阶采样(RPHS)模型,该模型基于关系偏好和用户-项目对的硬负样本对子图进行动态采样。我们设计了一种基于关系偏好的路径采样策略,该策略可以对特定用户-物品对之间的关键路径进行编码,从而对高阶消息传递子图中的路径进行采样。接下来,我们设计了一种混合采样策略,并定义了一种新的传播操作,以进一步提高RPHS识别负信号的能力。通过以上采样策略,我们的模型可以更好地聚合本地关系偏好信息,揭示用户偏好之间的内在关系。实验表明,我们的模型在三个数据集上的性能分别比目前最先进的模型高出14.98%、5.31%和8.65%,并且在可解释性方面也表现良好。代码可在https://github.com/RPHS/RPHS.git上获得
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relation Preference Oriented High-order Sampling for Recommendation
The introduction of knowledge graphs (KG) into recommendation systems (RS) has been proven to be effective because KG introduces a variety of relations between items. In fact, users have different relation preferences depending on the relationship in KG. Existing GNN-based models largely adopt random neighbor sampling strategies to process propagation; however, these models cannot aggregate biased relation preference local information for a specific user, and thus cannot effectively reveal the internal relationship between users' preferences. This will reduce the accuracy of recommendations, while also limiting the interpretability of the results. Therefore, we propose a Relation Preference oriented High-order Sampling (RPHS) model to dynamically sample subgraphs based on relation preference and hard negative samples for user-item pairs. We design a path sampling strategy based on relation preference, which can encode the critical paths between specific user-item pairs to sample the paths in the high-order message passing subgraphs. Next, we design a mixed sampling strategy and define a new propagation operation to further enhance RPHS's ability to distinguish negative signals. Through the above sampling strategies, our model can better aggregate local relation preference information and reveal the internal relationship between users' preferences. Experiments show that our model outperforms the state-of-the-art models on three datasets by 14.98%, 5.31%, and 8.65%, and also performs well in terms of interpretability. The codes are available at https://github.com/RPHS/RPHS.git
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