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Effective Query Rewriting with Ontologies over DBoxes

机译:通过Dboxes与本体上重写的有效查询重写

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We consider query answering on Description Logic (DL) ontologies with DBoxes, where a DBox is a set of assertions on individuals involving atomic concepts and roles called DBox predicates. The extension of a DBox predicate is exactly defined in every interpretation by the contents of the DBox, i.e., a DBox faithfully represents a database whose table names are the DBox predicates and the tuples are the DBox assertions. Our goals are (i) to find out whether the answers to a given query are solely determined by the DBox predicates and, if so, (ii) to find a rewriting of the query in terms of them. The resulting query can then be efficiently evaluated using standard database technology. We have that (i) can be reduced to entailment checking and (ii) can be reduced to finding an interpolant. We present a procedure for computing interpolants in the DL ALC with general TBoxes. We extend the procedure with standard tableau optimisations, and we discuss abduction as a technique for amending ontologies to gain definability of queries of interest.
机译:我们考虑使用Dboxes的描述逻辑(DL)本体的查询回答,其中Dbox是涉及涉及Atomic Concepts和Cox谓词的特征的个人的断言。 Dbox谓词的扩展是在Dbox的内容的每一个解释中都定义,即,Dbox忠实地代表了一个数据库,其表名称是Dbox谓词,元组是Dbox断言。我们的目标是(i)确定给定查询的答案是否仅由Dbox谓词确定,如果是的话(ii)以在其方面找到查询的重写。然后可以使用标准数据库技术有效地评估生成的查询。我们有(i)可以减少到需要检查,并且可以减少(ii)以找到跨议题。我们提出了一种用一般Tboxes计算DL ALC中的嵌常数的过程。我们将该程序扩展了标准的Tableau优化,我们将绑架视为修改本体的技术,以获得感兴趣的查询。

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