Abstract. We present a general method for providing Kripke seman- tics for the family of fully-structural multiple-conclusion propositional sequent systems.
We present a general method for providing Kripke semantics for the family of fully-structural multiple-conclusion propositional sequent systems.
Abstract. We present a general method for providing Kripke seman- tics for the family of fully-structural multiple-conclusion propositional sequent systems.
We present a general method for providing Kripke semantics for the family of fully-structural multiple-conclusion propositional sequent systems.
A correspondence between a wide class of proof-systems (called basic systems) and Kripke semantics. More precisely, a general soundness and completeness ...
We present a general method for providing Kripke semantics for the family of fully-structural multiple-conclusion propositional sequent systems.
A general method is presented for providing Kripke semantics for the family of fully-structural multiple-conclusion propositional sequent systems, ...
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In this paper I introduce a sequent system for the propositional modal logic S5. Derivations of valid sequents in the system are shown to correspond to proofs.
We combine intuitionistic logic and classical logic into a new, first-order logic called Polarized Intuitionistic Logic.