?
Mezhirov’s game for intuitionistic logic and its variations
P. 61–63.
Pyltsyn I.
Mezhirov’s game semantics for intuitionistic logic is interesting because of its simplicity and strong connection with Kripke semantics and Kripke models. The paper tries to generalize Mezhirov’s approach in two directions: to generalize to intuitionistic logic of predicates (introduce a game between Opponent and Proponent with at least the same connection with Kripke models or with special classes of them) and to the case of a connection not only between the game and tautologies of logic, but also between the game and entailment from infinite sets of formulas.