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Stable Model Semantics for Guarded Existential Rules and Description Logics

机译:保护存在规则和描述逻辑的稳定模型语义

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摘要

We tackle a long-standing open research problem and prove the decidability of query answering under the stable model semantics for guarded existential rules, where rule bodies may contain negated atoms, and provide complexity results. The results extend to guarded Datalog with negation, and thus provide a natural and decidable stable model semantics to description logics such as εLHI and DL-Lite_R.
机译:我们解决了一个长期的开放研究问题,并证明了在稳定的存在规则下稳定模型语义下查询回答的可解锁性,其中规则体可能包含否定的原子,并提供复杂性结果。结果扩展到带否定的防护数据记录,从而提供自然和可解除的稳定模型语义,以描述诸如Εlhi和dl-lite_r等逻辑。

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