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A Tableau Calculus for a Nonmonotonic Extension of εL~⊥

机译:εl〜⊥非单调延伸的Tableau微积分

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We introduce a tableau calculus for a nonmonotonic extension of low complexity Description Logic εL~⊥ that can be used to reason about typicality and defeasible properties. The calculus deals with Left Local knowledge bases in the logic εL~⊥T_(min) recently introduced in [8]. The calculus performs a two-phase computation to check whether a query is minimally entailed from the initial knowledge base. It is sound, complete and terminating. Furthermore, it is a decision procedure for Left Local εL~⊥T_(min) knowledge bases, whose complexity matches the known results for the logic, namely that entailment is in Π_2~p.
机译:我们介绍了一个绘制了低复杂性的非单调延伸的表演算描述逻辑εl〜⊥,其可用于推理典型程度和污秽的性质。在最近在[8]中最近介绍的逻辑εl〜⊥t_(min)中的左侧本地知识库的结算符合。微积分执行两相计算以检查查询是否从初始知识库中延不出现。它是声音,完整和终止。此外,它是左侧本地εl〜⊥t_(min)知识库的决策过程,其复杂性与逻辑的已知结果匹配,即incailment在π_2〜p中。

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