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Tableau Method and NEXPTIME-Completeness of DEL-Sequents

机译:Tableau方法和DEL-Sequents的NEXPTIME完成度

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Dynamic Epistemic Logic (DEL) deals with the representation of situations in a multi-agent and dynamic setting. It can express in a uniform way statements about:(i)what is true about an initial situation(ii)what is true about an event occurring in this situation(iii)what is true about the resulting situation after the event has occurred.After proving that what we can infer about (ii) given (i) and (iii) and what we can infer about (i) given (ii) and (iii) are both reducible to what we can infer about (iii) given (i) and (ii), we provide a tableau method deciding whether such an inference is valid. We implement it in LOTRECscheme and show that this decision problem is NEXPTIME-complete. This contributes to the proof theory and the study of the computational complexity of DEL which have rather been neglected so far.
机译:动态认知逻辑(DEL)处理多主体和动态设置中的情况表示。它可以用统一的方式表述有关以下内容的陈述:(i)关于初始情况的真实情况(ii)在这种情况下发生的事件的真实情况(iii)事件发生后对结果的情况真实的情况。证明关于(ii)给定(i)和(iii)的推论以及关于(i)给定(ii)和(iii)的推论都可归结为关于(iii)给定(i)的推论)和(ii),我们提供了一种tableau方法来确定这种推断是否有效。我们在LOTRECscheme中实现它,并证明此决策问题是NEXPTIME-complete。这为迄今为止尚未被忽略的证明理论和DEL计算复杂度的研究做出了贡献。

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