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Cooperation Between Top-Down and Bottom-Up Theorem Provers by Subgoal Clause Transfer

机译:自下而上的定理在子目标子句转移中的证明

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Top-down and bottom-up theorem proving approaches have each specific advantages and disadvantages. Botton-up provers profit from strong redundancy control and suffer from the lack of goal-orientation, whereas top-down provers are goal-oriented but have weak calculi when their proof lengths are considered. In order to integrate both approaches our method is to achieve cooperation between a top-down and a bottom-up prover: the top-down prover generates subgoal clauses, then they are processed by a bottom-up prover. We discuss theoretic aspects of this methodology and we introduce techniques for a relevancy-based filtering of generated subgoal clauses. Experiments with a model elimination and a superposition prover reveal the high potential of our approach.
机译:自上而下和自下而上的定理证明方法各有优缺点。 Botton-up证明者受益于强大的冗余控制,并且缺乏目标导向,而自上而下的证明者则是面向目标的,但考虑其证明长度时其结石较弱。为了整合这两种方法,我们的方法是实现自顶向下的证明者与自底向上的证明者之间的合作:自顶向下的证明者生成子目标条款,然后由自底向上的证明者对其进行处理。我们讨论了这种方法的理论方面,并介绍了用于生成子目标条款的基于相关性过滤的技术。模型消除和叠加证明者的实验揭示了我们方法的巨大潜力。

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