We consider the relation between the uniform interpolation property and the elimination of non-standard quantifiers (the bisimulation quantifiers) in the context of the \u3bc-calculus. In particular, we isolate classes of frames where the correspondence between these two properties is nicely smooth
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
AbstractThis paper deals with the extension of Kozen's μ-calculus with the so-called “existential bi...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
In this paper we consider some basic questions regarding the extensions of modal logics with bisimul...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen\u2019s \u3bc-calculus with the so-called \u201cexistent...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
AbstractThis paper deals with the extension of Kozen's μ-calculus with the so-called “existential bi...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
We consider the relation between the uniform interpolation property and the elimination of non-stand...
In this paper we consider some basic questions regarding the extensions of modal logics with bisimul...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen's μ-calculus with the so-called “existential bisimulati...
This paper deals with the extension of Kozen\u2019s \u3bc-calculus with the so-called \u201cexistent...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
We consider three basic questions regarding the extension of modal logic with a special kind of prop...
AbstractThis paper deals with the extension of Kozen's μ-calculus with the so-called “existential bi...