Terminating sequent calculi for two intuitionistic modal logics
Terminating sequent calculi for two intuitionistic modal logics is a scholarly work, published in 2018 in ''Journal of Logic and Computation''. The main subjects of the publication include program analysis, pure mathematics, calculus, cut-elimination, propositional calculus, normal form, intuitionistic logic, Curry–Howard correspondence, modal operator, sequent calculus, normal modal logic, fuzzy logic, rayon, algebra over a field, sequent, Kripke semantics, modal logic, logic programming, discrete mathematics, natural deduction, and mathematics. The paper presents sequent calculi in which proof search is terminating for two intuitionistic modal logics, the intuitionistic versions of the classical modal logics K and KD without a diamond operator.