Add to ORKGWe introduce a notion of bisimulation for graded modal logic. Using these bisimulations the model theory of graded modal logic can be developed in a uniform manner. We illustrate this by establishing the nite model property, and proving invariance and denability results
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We enrich propositional modal logic with operators ◇>n (n ∈ N) which are interpreted on Kripke st...
We introduce a notion of bisimulation for graded modal logic. Using these bisimulations the model th...
Abstract. This work intends to be a generalization and a simplification oI me tecm~,~=~o employed in...
textabstractThis paper contributes to the model theory of modal logic using bisimulations as the fun...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
This work is about bisimulation in modal logic as well as in intuicionistic logic without contractio...
In this paper the problem of interpolation for the family of countable infinitary graded modal logic...
We study bisimulation invariance over finite structures. This investigation leads to a new, quite e...
We investigate model theoretic characterisations of the expressive power of modal logics in terms of...
The minimum system of Positive Modal Logic S K + is the (∧, ∨, □, ◇, ⊥, ⊤)-fragment of the minimum n...
We present a coinductive definition of models for modal logics and show that it provides a homogeneo...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We enrich propositional modal logic with operators ◇>n (n ∈ N) which are interpreted on Kripke st...
We introduce a notion of bisimulation for graded modal logic. Using these bisimulations the model th...
Abstract. This work intends to be a generalization and a simplification oI me tecm~,~=~o employed in...
textabstractThis paper contributes to the model theory of modal logic using bisimulations as the fun...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
This work is about bisimulation in modal logic as well as in intuicionistic logic without contractio...
In this paper the problem of interpolation for the family of countable infinitary graded modal logic...
We study bisimulation invariance over finite structures. This investigation leads to a new, quite e...
We investigate model theoretic characterisations of the expressive power of modal logics in terms of...
The minimum system of Positive Modal Logic S K + is the (∧, ∨, □, ◇, ⊥, ⊤)-fragment of the minimum n...
We present a coinductive definition of models for modal logics and show that it provides a homogeneo...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into nei...
We enrich propositional modal logic with operators ◇>n (n ∈ N) which are interpreted on Kripke st...