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Sequent-Calculi for Metainferential Logics
Studia Logica, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bruno Da Ré, Federico Pailos
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ACM Transactions on Computational Logic, 2019
Analyticity, also known as the subformula property, typically guarantees decidability of derivability in propositional sequent calculi. To utilize this fact, two substantial gaps have to be addressed: (i) What makes a sequent calculus analytic?
Ori Lahav, Yoni Zohar
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Analyticity, also known as the subformula property, typically guarantees decidability of derivability in propositional sequent calculi. To utilize this fact, two substantial gaps have to be addressed: (i) What makes a sequent calculus analytic?
Ori Lahav, Yoni Zohar
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Loop-Type Sequent Calculi for Temporal Logic
Journal of Automated Reasoning, 2020Loop-type sequent calculi were first considered in [\textit{P. Wolper}, Log. Anal., Nouv. Sér. 28, 119--136 (1985; Zbl 0585.03008)]. observing that some global constraints (\textit{loops}) must be detected on branches to identify a tree as a proof.
Alonderis, R. +3 more
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Studia Logica, 1999
In this paper, the relations between natural deductions of D. Prawitz and Gentzen-style deductions are investigated. The latter are also ascribed to \textit{S. Jaśkowski} [Stud. Log. No. 1, 5-32 (1934; Zbl 0011.09702)]. In particular the correspondence of normal deductions in the N-calculus and cutfree deductions in the G-calculus are examined ...
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In this paper, the relations between natural deductions of D. Prawitz and Gentzen-style deductions are investigated. The latter are also ascribed to \textit{S. Jaśkowski} [Stud. Log. No. 1, 5-32 (1934; Zbl 0011.09702)]. In particular the correspondence of normal deductions in the N-calculus and cutfree deductions in the G-calculus are examined ...
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