New sequent calculi for Visser's Formal Propositional Logic

Mathematical Logic Quarterly 49 (5):525 (2003)

Abstract
Two cut-free sequent calculi which are conservative extensions of Visser's Formal Propositional Logic are introduced. These satisfy a kind of subformula property and by this property the interpolation theorem for FPL are proved. These are analogies to Aghaei-Ardeshir's calculi for Visser's Basic Propositional Logic.
Keywords Formal Propositional Logic  interpolation theorem  sequent calculus  cut‐elimination theorem
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DOI 10.1002/malq.200310056
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