SparseMult: A Tensor Decomposition model based on Sparse Relation Matrix

Zhiwen Xie, Runjie Zhu, Meng Zhang, Jin Liu
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引用次数: 1

Abstract

Knowledge graphs (KGs) provide rich knowledge for lots of downstream tasks, such as recommendation system and question answering. However, KGs suffer from an incompleteness issue, namely, lots of relations between entities are missing. Link prediction, also known as knowledge graph completion (KGC), aims to predict missing relationships between entities. The models based on tensor decomposition, such as Rescal and DistMult, are one of the most effective methods to solve the link prediction task. However, previous Rescal method lack the ability to scale to large KGs due to the large amount of parameters. DistMult simplifies Rescal using diagonal matrices to represent relations, while it suffers from the limitation of dealing with antisymmetric relations. To address these problems, in this paper, we propose a novel tensor decomposition model based on sparse relation matrix, which is named as SparseMult. We conduct extensive experiments on link prediction task and experimental results show that our SparseMult model outperforms most of the state-of-the-art methods.
SparseMult:基于稀疏关系矩阵的张量分解模型
知识图(Knowledge graph, KGs)为许多下游任务提供了丰富的知识,如推荐系统和问答。但是,KGs存在不完备性问题,即实体之间的许多关系缺失。链接预测,也称为知识图补全(KGC),旨在预测实体之间缺失的关系。基于张量分解的Rescal、DistMult等模型是解决链路预测任务最有效的方法之一。然而,以往的Rescal方法由于参数量大,缺乏扩展到大kg的能力。DistMult使用对角矩阵来表示关系,简化了Rescal,但它在处理反对称关系时受到限制。为了解决这些问题,本文提出了一种基于稀疏关系矩阵的张量分解模型,称为SparseMult。我们对链路预测任务进行了大量的实验,实验结果表明我们的SparseMult模型优于大多数最先进的方法。
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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