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An Algorithm for Axiom Pinpointing in EL and its Incremental Variant

机译:EL及其增量变体的公理精确定位算法

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Axiom pinpointing plays an important role in the development and maintenance of ontologies. It helps the user to comprehend an unwanted entailment of an ontology by presenting all minimal .subsets of the ontology which are responsible for the entailment (called MinAs). In this paper, we consider the problem of axiom pinpointing in description logic EL~+, which underpins OWL 2 EL. a profile of the latest version of Web Ontology Language (OWL). We propose a novel method to compute all MinAs that utilizes the hierarchy information obtained from the classification of an EL~+ ontology. The advantage of our method over an existing labeled classification based method is that we do not attach labels to entailed subsumptions, which can be memory exhaustion for large scale ontologies. We further consider axiom pinpointing in EL~+ when ontologies change. An incremental algorithm is given to compute all MinAs by reusing MinAs previously computed.
机译:公理针对在本体的开发和维护中起着重要作用。它帮助用户通过呈现所有最小的本体的可能性,这是对本体的所有最小值来理解本体。责任的内容物(称为Minas)。在本文中,我们考虑了在描述逻辑EL〜+中的公理精确定位的问题,猫头鹰2 el。最新版本的Web本体语言(OWL)的配置文件。我们提出了一种新颖的方法来计算利用从EL〜+本体的分类获得的层次结构信息的所有MINA。我们对现有标记的基于分类的方法的方法的优势在于,我们不将标签附加到需要的已载列,这可能是大型本体的内存耗尽。当本体改变时,我们进一步考虑在EL〜+中定位的Axiom。通过重用先前计算的MINAS来计算增量算法来计算所有MINA。

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