TransP: A New Knowledge Graph Embedding Model by Translating on Positions*

Feiliang Ren, Jucheng Li, Huihui Zhang, Xiaochun Yang
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引用次数: 3

Abstract

Embedding knowledge graph into continuous space(s) is attracting more and more research attention, and lots of novel methods have been proposed. Among them, translation based methods achieved state-of-the-art experimental results. However, most of existing work ignore following two facts. First, once a relation is fixed, its linked head and tail entities will be fixed to a certain extent. Second, in a triplet, if one of its entities and the relation are fixed, the other entity’s candidates will also be fixed to a certain extent. Taking these two facts into consideration, we propose a new knowledge graph embedding model named TransP, which defines a head entity space and a tail entity space for each relation. During embedding, TransP first projects entities into these two position spaces. Then the entities in these two position spaces are further projected into a common transformation space, in which the relation is converted into two transformation matrices. A symmetrical score function is designed to connect a correct triplet’s head and tail entity in the common space. The basic idea behind this score function is that if a correct triplet holds, its head (tail) entity should be able to be converted into its tail (head) entity when taking the relation’s transformation matrix as an intermediate bridge. Viewing the transformation matrices as decoders, this process is just like a common translation process. We evaluate TransP on triplet classification task and link prediction task. Extensive experiments show that TransP achieves much better performance than other baseline models.
TransP:一种新的基于位置翻译的知识图嵌入模型*
在连续空间中嵌入知识图越来越受到人们的关注,并提出了许多新的方法。其中,基于翻译的方法取得了最先进的实验结果。然而,大多数现有的工作忽略了以下两个事实。首先,一种关系一旦固定,其关联的头尾实体就会在一定程度上固定。其次,在三元组中,如果其中一个实体和关系是固定的,那么另一个实体的候选也会在一定程度上是固定的。考虑到这两个事实,我们提出了一个新的知识图嵌入模型TransP,该模型为每个关系定义了一个头部实体空间和一个尾部实体空间。在嵌入过程中,TransP首先将实体投影到这两个位置空间中。然后将这两个位置空间中的实体进一步投影到一个公共变换空间中,在公共变换空间中将关系转换为两个变换矩阵。一个对称的分数函数被设计用来连接一个正确的三连音的头和尾实体在公共空间。这个分数函数背后的基本思想是,如果一个正确的三元组成立,那么当将关系的转换矩阵作为中间桥梁时,它的头(尾)实体应该能够转换为它的尾(头)实体。将变换矩阵看作解码器,这个过程就像一个普通的翻译过程。我们在三元组分类任务和链路预测任务上对TransP进行了评价。大量的实验表明,TransP比其他基准模型取得了更好的性能。
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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