We give the first single-pass ("on the fly") tableau decision procedure for computational tree logic (CTL). Our method extends Schwendimann's single-pass decision procedure for propositional linear temporal logic (PLTL) but the extension is non-trivial because of the interactions between the branching inherent in CTL-models, which is missing in PLTL-models, and the "or" branching inherent in tableau search. Our method extends to many other fix-point logics like propositional dynamic logic (PDL) and the logic of common knowledge (LCK). The decision problem for CTL is known to be EXPTIME-complete, but our procedure requires 2EXPTIME in the worst case. A similar phenomenon occurs in extremely efficient practical single-pass tableau algorithms ...
The better known methods of semantic tableaux for deciding satisfiability in propositional linear te...
International audienceDefeasible Linear Temporal Logic is a defeasible temporal formalism for repres...
AbstractThe last years have seen two major advances in Knowledge Representation and Reasoning. First...
Abstract. We present a decision procedure for the full branching-time logic CTL ∗ which is based on ...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
Abstract. We present a decision procedure for the full branching-time logic CTL ∗ which is based on ...
Abstract. We present a tableau-based algorithm for deciding satisfiability for propositional dynamic...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
AbstractWe present a tableau-based algorithm for deciding satisfiability for propositional dynamic l...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
AbstractThe better known methods of semantic tableaux for deciding satisfiability in propositional l...
There have been several recent suggestions for tableau systems for deciding satisfiability in the pr...
Over the last forty years, computer scientists have invented or borrowed numerous logics for reasoni...
Computation Tree Logic (CTL) is one of the most syntactically elegant and computationally attractive...
The paper presents an efficient algorithm for checking the satisfiability of a propositional linear ...
The better known methods of semantic tableaux for deciding satisfiability in propositional linear te...
International audienceDefeasible Linear Temporal Logic is a defeasible temporal formalism for repres...
AbstractThe last years have seen two major advances in Knowledge Representation and Reasoning. First...
Abstract. We present a decision procedure for the full branching-time logic CTL ∗ which is based on ...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
Abstract. We present a decision procedure for the full branching-time logic CTL ∗ which is based on ...
Abstract. We present a tableau-based algorithm for deciding satisfiability for propositional dynamic...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
AbstractWe present a tableau-based algorithm for deciding satisfiability for propositional dynamic l...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
AbstractThe better known methods of semantic tableaux for deciding satisfiability in propositional l...
There have been several recent suggestions for tableau systems for deciding satisfiability in the pr...
Over the last forty years, computer scientists have invented or borrowed numerous logics for reasoni...
Computation Tree Logic (CTL) is one of the most syntactically elegant and computationally attractive...
The paper presents an efficient algorithm for checking the satisfiability of a propositional linear ...
The better known methods of semantic tableaux for deciding satisfiability in propositional linear te...
International audienceDefeasible Linear Temporal Logic is a defeasible temporal formalism for repres...
AbstractThe last years have seen two major advances in Knowledge Representation and Reasoning. First...