Andrea Masini
Abstract
In this work we propose a study of intuitionistic minimal modal logics by means of a new calculus called intuitionistic 2-sequent calculus. We show that the proposed calculus has an associated natural deduction system. We compare the 2-sequent calculus and the natural deduction system.
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In this work we propose a study of intuitionistic minimal modal logics by means of a new calculus called intuitionistic 2-sequent calculus. We show that the proposed calculus has an associated natural deduction system. We compare the 2-sequent calculus and the natural deduction system.
Key concepts: Natural deduction, Sequent calculus, Sequent, Cut-elimination theorem, Calculus (dental), Curry–Howard correspondence, Intuitionism, Proof calculus