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Combining decidability paradigms for existential rules

机译:结合存在性规则的可判定性范式

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Existential rules are Datalog rules extended with existential quantifiers in rule-heads. Three fundamental restriction paradigms that have been studied for ensuring decidability of query answering under existential rules are weak-acyclicity, guardedness and stickiness. Towards the identification of even more expressive decidable languages, several attempts have been conducted to consolidate weak-acyclicity with the other two paradigms. However, it is not clear how guardedness and stickiness can be merged; this is the subject of this paper. A powerful and flexible condition, called tameness, is proposed, which allows us to consolidate in an elegant and uniform way guardedness with stickiness.
机译:存在规则是在规则标题中扩展了存在量词的Datalog规则。为了确保在存在规则下查询应答的可判定性,已经研究了三种基本的限制范式:弱非循环性,保护性和粘性。为了确定更具表现力的可决定语言,已进行了几次尝试,以将弱非循环性与其他两种范式合并。但是,尚不清楚如何将防护和粘性合并在一起;这是本文的主题。提出了一种称为驯服的强大而灵活的条件,它使我们能够以一种优雅而统一的方式巩固与粘性的保护。

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