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Graph-based approaches to debugging and revision of terminologies in DL-Lite

机译:基于图的方法在DL-Lite中调试和修订术语

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In this paper, we deal with the problem of debugging and revision of incoherent terminologies. Ontology debugging aims to provide the explanation of the causes of incoherence and ontology revision aims to eliminate the incoherence. For this purpose, we propose the graph-based approaches to deal with the debugging and revision of terminologies for a family of lightweight ontology languages, DL-Lite. First of all, we transform DL-Lite ontologies to graphs. To deal with the problem of ontology debugging, we calculate the minimal incoherence-preserving subsets (MIPS) of an ontology by computing the minimal incoherence-preserving path-pairs (MIPP) based on the transformed graph. To deal with the problem of ontology revision, we propose the notion of revision state which separates the terminology of an ontology into two disjoint sets: the set of wanted axioms and the set of unwanted axioms. We further define a revision operator based on the revision state. Afterward, two revision algorithms are proposed to instantiate the revision operator: one is based on a scoring function, and the other one is based on a hitting set tree. We implement these algorithms and conduct experiments of ontology debugging and ontology revision on several adapted real ontologies. The experimental results of ontology debugging show that our approach of calculating MIPS based on graph is efficient and outperforms the state of the art The experimental results of ontology revision show that the algorithm based on a scoring function is more efficient than the algorithm based on a hitting set tree. (C) 2016 Elsevier B.V. All rights reserved.
机译:在本文中,我们处理不连贯的术语的调试和修订问题。本体调试旨在提供不一致性原因的解释,而本体修订旨在消除不一致性。为此,我们提出了一种基于图的方法来处理一系列轻量级本体语言DL-Lite的术语的调试和修订。首先,我们将DL-Lite本体转换为图形。为了解决本体调试的问题,我们通过基于变换后的图计算最小保持不相关性的路径对(MIPP),来计算本体的保持最小不相关性的子集(MIPS)。为了解决本体修订的问题,我们提出了修订状态的概念,它将本体的术语分为两个不相交的集合:需要的公理集和不需要的公理集。我们根据修订状态进一步定义修订操作符。之后,提出了两种修订算法来实例化修订运算符:一种基于评分函数,另一种基于击中集树。我们实现这些算法,并在几种适应的真实本体上进行本体调试和本体修订的实验。本体调试的实验结果表明,我们的基于图的MIPS计算方法是高效的,并且优于现有技术。本体修正的实验结果表明,基于得分函数的算法比基于命中的算法更有效。设置树。 (C)2016 Elsevier B.V.保留所有权利。

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