We introduce a class of neighbourhood frames for graded modal logic embedding Kripke frames into neighbourhood frames. This class of neighbourhood frames is shown to be first-order definable but not modally definable. We also obtain a new definition of graded bisimulation with respect to Kripke frames by modifying the definition of monotonic bisimulation
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
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...
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...
Monotonic modal logics form a generalisation of normal modal logics in which the additivity of the d...
We introduce a notion of bisimulation for graded modal logic. Using these bisimulations the model th...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason aboutnon-normal modal logics....
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
We prove two main Goldblatt-Thomason-style Theorems for graded modal language in Kripke semantics: f...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
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...
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...
Monotonic modal logics form a generalisation of normal modal logics in which the additivity of the d...
We introduce a notion of bisimulation for graded modal logic. Using these bisimulations the model th...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason aboutnon-normal modal logics....
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
We prove two main Goldblatt-Thomason-style Theorems for graded modal language in Kripke semantics: f...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...
Neighbourhood structures are the standard semantic tool used to reason about non-normal modal logics...