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Titlebook: Automated Reasoning with Analytic Tableaux and Related Methods; International Confer Harrie Swart Conference proceedings 1998 Springer-Verl

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Fibring Semantic Tableauxapproach to . for logical systems: we describe how to uniformly construct a sound and complete tableau calculus for the combined logic from calculi for the component logics..We consider semantic tableau calculi that satisfy certain conditions and are therefore known to be “well-behaved”—such that fi
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A Tableau Calculus for Quantifier-Free Set Theoretic Formulae In this paper, we present an improved tableau calculus for the decidable fragment of set theory called . (MLSS). Furthermore, we describe an extension of our calculus for the bigger fragment consisting of MLSS enriched with free (uninterpreted) function symbols (MLSSF).
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A Tableau Method for Interval Temporal Logic with Projectionontains sequencing and iterative operators, ‘;’ and . akin to programming combinators. Central to our approach is a normal form for the formulas of ITL, particularly ‘;’ and ., in terms of the ‘◯’ operator of the logic.
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Bounded Model Search in Linear Temporal Logic and Its Application to Planningdel whose cardinality is bounded by a constant given in input, and constructs such a model, if any. From a theoretical standpoint, the method can also be used to check finite satisfiability .. The following properties of the proposed calculus are proved: termination, soundness and completeness w.r.t
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On Proof Complexity of Circumscriptionsatisfying it. Theoretical complexity results imply that circumscription is (in the worst case) computationally harder than classical logic. This somehow contradicts our intuition about common- sense reasoning: non-monotonic rules should help to . the reasoning process, and not to slow it down..In t
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Hurricane Maria and Puerto Ricoces of type-theoretical verification systems. The paper is halfway between a full paper and an extended abstract. The reason is that an extensive text of a very similar lecture (Venice, 1995) is to be published in [.].
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Hurricane Maria and Puerto Ricocomplement the low-level understanding provided by Logic. A role for computation is proposed to provide this high-level understanding, namely by the association of . with proofs. Criteria are given for assessing the association of a proof plan with a proof.
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