New sequent calculi for Visser's Formal Propositional Logic
Katsumasa Ishii · Mathematical logic quarterly · 2003
Abstract Two cut‐free sequent calculi which are conservative extensions of Visser's Formal Propositional Logic (FPL) 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.