Add to ORKGInternational audienceIn this paper, we show that every KD45-unifiable formula has a projective unifier. As a corollary, we conclude that KD45 has unitary type for elementary unification
We investigate the question of unification in the linear modal logic on non-transitive time with the...
Modal formulas can be proved by translating them into a three-typed logic and then using unification...
AbstractWe show that some common varieties of modal K4-algebras have finitary unification type, thus...
In this paper, we show that every KD45-unifiable formula has a projective unifier. As a corollary, w...
Introduction : We prove that all extensions of K45 have projective unification and K5 and some of it...
International audienceIn the ordinary modal language, KD is the modal logic determined by the class ...
UNIF 2020, part of "Paris Nord Summer of LoVe 2020", a joint event on LOgic and VErification at Univ...
The unification problem in a normal modal logic is to determine, given a formula φ, whether there ex...
AbstractWe prove that a propositional Linear Temporal Logic with Until and Next (LTL) has unitary un...
ALT1 is the least modal logic containing the formula characterizing deterministic frames. The unific...
International audienceThe problem of unification in a normal modal logic L can be defined as follows...
International audienceThe unification problem in a propositional logic is to determine, given a form...
National audienceIn this talk, we will give a survey of the results on unification in modal logic an...
International audienceIn a modal logic L, a unifier of a formula ϕ is a substitution σ such that σ(ϕ...
International audienceUnification in propositional logics is an active research area. In this paper,...
We investigate the question of unification in the linear modal logic on non-transitive time with the...
Modal formulas can be proved by translating them into a three-typed logic and then using unification...
AbstractWe show that some common varieties of modal K4-algebras have finitary unification type, thus...
In this paper, we show that every KD45-unifiable formula has a projective unifier. As a corollary, w...
Introduction : We prove that all extensions of K45 have projective unification and K5 and some of it...
International audienceIn the ordinary modal language, KD is the modal logic determined by the class ...
UNIF 2020, part of "Paris Nord Summer of LoVe 2020", a joint event on LOgic and VErification at Univ...
The unification problem in a normal modal logic is to determine, given a formula φ, whether there ex...
AbstractWe prove that a propositional Linear Temporal Logic with Until and Next (LTL) has unitary un...
ALT1 is the least modal logic containing the formula characterizing deterministic frames. The unific...
International audienceThe problem of unification in a normal modal logic L can be defined as follows...
International audienceThe unification problem in a propositional logic is to determine, given a form...
National audienceIn this talk, we will give a survey of the results on unification in modal logic an...
International audienceIn a modal logic L, a unifier of a formula ϕ is a substitution σ such that σ(ϕ...
International audienceUnification in propositional logics is an active research area. In this paper,...
We investigate the question of unification in the linear modal logic on non-transitive time with the...
Modal formulas can be proved by translating them into a three-typed logic and then using unification...
AbstractWe show that some common varieties of modal K4-algebras have finitary unification type, thus...