Abstract:We derive a Prolog theorem prover for an Intuitionistic Epistemic Logic by starting from the sequent calculus G4IP that we extend with operator definitions providing an embedding in intuitionistic propositional logic (IPC). With help of a candidate definition formula generator, we discover epistemic operators for which axioms and theorems of Artemov and Protopopescu's Intuitionistic Epistemic Logic (IEL) hold and formulas expected to be non-theorems fail. We compare the embedding of IEL in IPC with a similarly… Show more
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