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2017
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(2017): Cut-free sequent calculi for logics characterized by finite linear Kripke frames. In: LOGIC JOURNAL OF THE IGPL 25 (5), S. 686-696
Abstract: In this article, we give a cut-free sequent calculus ≪n for the logic SIL(Ln) characterized by the family of finite linear Kripke frames whose heights are at most n. We also give a proof-theoretic decision procedure for SIL(Ln) by the use of ≪n.
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