Journal of Symbolic Logic 57 (3):912-923 (1992)

Abstract
An algorithm recognizing admissibility of inference rules in generalized form (rules of inference with parameters or metavariables) in the intuitionistic calculus H and, in particular, also in the usual form without parameters, is presented. This algorithm is obtained by means of special intuitionistic Kripke models, which are constructed for a given inference rule. Thus, in particular, the direct solution by intuitionistic techniques of Friedman's problem is found. As a corollary an algorithm for the recognition of the solvability of logical equations in H and for constructing some solutions for solvable equations is obtained. A semantic criterion for admissibility in H is constructed
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DOI 10.2307/2275439
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Unification in Linear Temporal Logic LTL.Sergey Babenyshev & Vladimir Rybakov - 2011 - Annals of Pure and Applied Logic 162 (12):991-1000.

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