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Tableau vs. Sequent Calculi for Minimal Entailment

机译:Tableau与顺序计算的最小占用量

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In this paper we compare two proof systems for minimal entailment: a tableau system OTAB and a sequent calculus MLK, both developed by Olivetti (J. Autom. Reasoning, 1992). Our main result shows that OTAB-proofs can be efficiently translated into MLK-proofs, i.e., MLK p-simulates OTAB. The simulation is technically very involved and answers an open question posed by Olivetti (1992) on the relation between the two calculi. We also show that the two systems are exponentially separated, i.e., there are formulas which have polynomial-size MLK-proofs, but require exponential-size OTAB-proofs.
机译:在本文中,我们比较了两个由最小限度证明的证明系统:平台系统OTAB和后续演算MLK,它们都是由Olivetti开发的(J. Autom。Reasoning,1992年)。我们的主要结果表明,OTAB证明可以有效地转换为MLK证明,即MLK p模拟OTAB。该模拟在技术上非常复杂,并回答了Olivetti(1992)提出的关于两个结石之间关系的未解决问题。我们还证明了这两个系统是指数分开的,即有些公式具有多项式大小的MLK证明,但需要指数大小的OTAB证明。

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