This work is a brief presentation of an extension of the proof procedure for a decidable fragment of hybrid logic presented in a previous paper. It shows how to extend such a calculus to multi-modal logic enriched with transitivity and relation inclusion assertions. A further result reported in this work is that the logic extending the considered fragment with the addition of graded modalities has an undecidable satisfiability problem, unless further syntactical restrictions are placed on their use
Hybrid languages are extended modal languages which can refer to (or even quantify over) worlds. The...
The evolution of Description Logics (DLs) and Propositional Dynamic Logics produced a hierarchy of d...
AbstractThe guarded fragment (GF) is a fragment of first-order logic that has been introduced for tw...
t. A tableau calculus constituting a decision procedure for hybrid logic with the converse modali...
AbstractThis paper establishes undecidability of satisfiability for multi-modal logic equipped with ...
This work describes the Sibyl prover, an implementation of a tableau based proof procedure for multi...
This paper establishes undecidability of satisfiability for multi-modal logic equipped with the hybr...
International audienceIn this paper we provide the first (as far as we know) direct calculus decidin...
Hybrid logic refers to a group of logics lying between modal and first-order logic in which one can ...
In this paper we provide the first (as far as we know) direct calculus deciding satisfiability of f...
AbstractWe present modal logic on the basis of the simply typed lambda calculus with a system of equ...
In this paper we provide the first (as far as we know) direct calculus deciding satisfiability of fo...
This thesis studies decidable fragments of first-order logic which are relevant to the field of non-...
We give a decision procedure for the guarded fragment with equality. The procedure is based on resol...
The book stands at the intersection of two topics: the decidability and computational complexity of ...
Hybrid languages are extended modal languages which can refer to (or even quantify over) worlds. The...
The evolution of Description Logics (DLs) and Propositional Dynamic Logics produced a hierarchy of d...
AbstractThe guarded fragment (GF) is a fragment of first-order logic that has been introduced for tw...
t. A tableau calculus constituting a decision procedure for hybrid logic with the converse modali...
AbstractThis paper establishes undecidability of satisfiability for multi-modal logic equipped with ...
This work describes the Sibyl prover, an implementation of a tableau based proof procedure for multi...
This paper establishes undecidability of satisfiability for multi-modal logic equipped with the hybr...
International audienceIn this paper we provide the first (as far as we know) direct calculus decidin...
Hybrid logic refers to a group of logics lying between modal and first-order logic in which one can ...
In this paper we provide the first (as far as we know) direct calculus deciding satisfiability of f...
AbstractWe present modal logic on the basis of the simply typed lambda calculus with a system of equ...
In this paper we provide the first (as far as we know) direct calculus deciding satisfiability of fo...
This thesis studies decidable fragments of first-order logic which are relevant to the field of non-...
We give a decision procedure for the guarded fragment with equality. The procedure is based on resol...
The book stands at the intersection of two topics: the decidability and computational complexity of ...
Hybrid languages are extended modal languages which can refer to (or even quantify over) worlds. The...
The evolution of Description Logics (DLs) and Propositional Dynamic Logics produced a hierarchy of d...
AbstractThe guarded fragment (GF) is a fragment of first-order logic that has been introduced for tw...