Dual Graph Embedding for Object-Tag Link Prediction on the Knowledge Graph

Chenyang Li, Xu Chen, Ya Zhang, Siheng Chen, Dan Lv, Yanfeng Wang
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引用次数: 2

Abstract

Knowledge graphs (KGs) composed of users, objects, and tags are widely used in web applications ranging from E-commerce, social media sites to news portals. This paper concentrates on an attractive application which aims to predict the object-tag links in the KG for better tag recommendation and object explanation. When predicting the object-tag links, both the first-order and high-order proximities between entities in the KG propagate essential similarity information for better prediction. Most existing methods focus on preserving the first-order proximity between entities in the KG. However, they cannot capture the high-order proximities in an explicit way, and the adopted margin-based criterion cannot measure the first-order proximity on the global structure accurately. In this paper, we propose a novel approach named Dual Graph Embedding (DGE) that models both the first-order and high-order proximities in the KG via an auto-encoding architecture to facilitate better object-tag relation inference. Here the dual graphs contain an object graph and a tag graph that explicitly depict the high-order object-object and tag-tag proximities in the KG. The dual graph encoder in DGE then encodes these high-order proximities in the dual graphs into entity embeddings. The decoder formulates a skipgram objective that maximizes the first-order proximity between observed object-tag pairs over the global proximity structure. With the supervision of the decoder, the embeddings derived by the encoder will be refined to capture both the first-order and high-order proximities in the KG for better link prediction. Extensive experiments on three real-world datasets demonstrate that DGE outperforms the state-of-the-art methods.
知识图上对象-标签链接预测的双图嵌入
知识图谱(Knowledge graph, KGs)由用户、对象和标签组成,广泛应用于从电子商务、社交媒体网站到新闻门户的网络应用中。本文关注的是一个有吸引力的应用,它旨在预测KG中的对象-标签链接,以便更好地推荐标签和解释对象。在预测对象-标签链接时,KG中实体之间的一阶和高阶接近度都传播必要的相似信息,以更好地预测。大多数现有的方法侧重于保持KG中实体之间的一阶接近性。然而,它们不能明确地捕获高阶接近度,所采用的基于边缘的准则不能准确地测量全局结构上的一阶接近度。在本文中,我们提出了一种新的方法,称为对偶图嵌入(DGE),该方法通过自动编码架构对KG中的一阶和高阶近似进行建模,以促进更好的对象-标签关系推断。这里的对偶图包含一个对象图和一个标签图,它们显式地描述了KG中的高阶对象-对象和标签-标签接近度。DGE中的对偶图编码器然后将对偶图中的这些高阶近似编码为实体嵌入。解码器制定skipgram目标,该目标在全局接近结构上最大化观察到的对象-标签对之间的一阶接近度。在解码器的监督下,由编码器导出的嵌入将被细化,以捕获KG中的一阶和高阶接近度,以便更好地预测链路。在三个真实世界数据集上的广泛实验表明,DGE优于最先进的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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