We generalize methods, developed by S. Ghilardi, and apply them to a subsystem J₂ of bimodal provability logic GLB. We describe projective formulas in J₂ in terms of Kripke semantics and prove that logic J₂ has finitary unification type. As an application, we show that admissibility problem for J₂ is decidable.
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Nikolay Lukashov (2024) studied this question.
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