基于知识图嵌入的问答

Xiao Huang, Jingyuan Zhang, Dingcheng Li, Ping Li
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引用次数: 383

摘要

知识图问答(QA-KG)的目的是利用知识图中的事实来回答自然语言问题。它帮助最终用户在不了解其数据结构的情况下更有效、更容易地访问KG中的大量有价值的知识。QA-KG是一个重要的问题,因为机器很难捕获自然语言的语义。同时,也提出了多种知识图嵌入方法。关键思想是将每个谓词/实体表示为低维向量,这样可以保留KG中的关系信息。学习到的向量可以用于各种应用,如KG补全和推荐系统。在本文中,我们探索使用它们来处理QA-KG问题。然而,这仍然是一项具有挑战性的任务,因为在自然语言问题中,谓语可以用不同的方式表示。此外,实体名称和部分名称的模糊性使得可能的答案数量很大。为了弥补这一差距,我们提出了一个有效的基于知识嵌入的问答(KEQA)框架。我们专注于回答最常见的问题类型,即简单问题,其中每个问题都可以由机器直接回答,如果它的单个头部实体和单个谓词被正确识别。为了回答一个简单的问题,KEQA的目标不是直接推断其头部实体和谓词,而是在KG嵌入空间中联合恢复问题的头部实体、谓词和尾部实体表示。基于精心设计的联合距离度量,将三个学习到的向量在KG中最接近的事实作为答案返回。在广泛采用的基准上进行的实验表明,所提出的KEQA优于最先进的QA-KG方法。
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Knowledge Graph Embedding Based Question Answering
Question answering over knowledge graph (QA-KG) aims to use facts in the knowledge graph (KG) to answer natural language questions. It helps end users more efficiently and more easily access the substantial and valuable knowledge in the KG, without knowing its data structures. QA-KG is a nontrivial problem since capturing the semantic meaning of natural language is difficult for a machine. Meanwhile, many knowledge graph embedding methods have been proposed. The key idea is to represent each predicate/entity as a low-dimensional vector, such that the relation information in the KG could be preserved. The learned vectors could benefit various applications such as KG completion and recommender systems. In this paper, we explore to use them to handle the QA-KG problem. However, this remains a challenging task since a predicate could be expressed in different ways in natural language questions. Also, the ambiguity of entity names and partial names makes the number of possible answers large. To bridge the gap, we propose an effective Knowledge Embedding based Question Answering (KEQA) framework. We focus on answering the most common types of questions, i.e., simple questions, in which each question could be answered by the machine straightforwardly if its single head entity and single predicate are correctly identified. To answer a simple question, instead of inferring its head entity and predicate directly, KEQA targets at jointly recovering the question's head entity, predicate, and tail entity representations in the KG embedding spaces. Based on a carefully-designed joint distance metric, the three learned vectors' closest fact in the KG is returned as the answer. Experiments on a widely-adopted benchmark demonstrate that the proposed KEQA outperforms the state-of-the-art QA-KG methods.
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