论推理机中推理的Skolemize子句绑定

R. A. Kadir, T. Sembok, H. Halimah
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引用次数: 6

摘要

提出了一种面向开放域问答系统的推理技术。为了满足信息需求,为用户提供更精确、更集中的检索答案,问答系统越来越受到人们的关注。我们提出了一个skolemize子句绑定(SCB)来进行推理,并结合定理证明来提供基础答案提取。采用SCB和分解定理证明相结合的QA系统可以提供满意的和假设的答案。令人满意的答案与逻辑形式包含变量的问题对应的基本项相关联。假设答案是一种来自故事或文本情节的答案,因为它没有明确地在知识领域中陈述,所以需要逻辑思维。在这种情况下,可以将答案视为一组称为skolemize子句的逻辑公式,这些子句定义了满足查询的个体元组的充分条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Towards Skolemize Clauses Binding for Reasoning in Inference Engine
The paper presents a reasoning technique for open-domain question answering (QA) system. QA system has attracted more attention to meet information needs providing users with more precise and focused retrieval answers. We proposed a skolemize clauses binding (SCB) for reasoning, along with the theorem proving to provide the basis answer extraction. QA systems employing combination of SCB and resolution theorem proving have been used to provide both satisfying and hypothetical answers. Satisfying answers are associated with ground term corresponding with questions whose logical form contains variables. Hypothetical answer is an answer which comes from the story or plot of text, and required logical thinking because it is not explicitly stated in the knowledge domain. In this case, the answer can be considered as a set of logical formula called skolemize clauses defining sufficient conditions characteristic the tuples of individuals which satisfying the query.
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