In this paper, we present the main lines and a first implementation of an open general parallel architecture that we propose for various computation problems about Quantified Boolean Formulae. One main feature of our approach is to deal with QBF without syntactic restrictions, as prenex form or conjunctive normal form. Another main point is to develop a general parallel framework in which we will be able in the future to introduce various specialized algorithms dedicated to particular subproblems
The high computational complexity of advanced reasoning tasks such as reasoning about knowledge and ...
In this paper, we present PQSOLVE, a distributed theorem-prover for Quantified Boolean Formulae. Fir...
We propose in this article a functional semantics for non-prenex Quantified Boolean Formulae. The pr...
International audienceIn this paper, we present the main lines and a first implementation of an open...
Many problems of artificial intelligence and formal verification can be reduced to a validity test o...
Abstract. In this paper we investigate the use of preprocessing when solving Quantified Boolean Form...
De nombreux problèmes d'intelligence artificielle et de vérification formelle se ramènent à un test ...
We present a theorem-prover for quantified Boolean formulae and evaluate it on random quantified f...
We propose in this article a unified framework for certificate and compilation for QBF. We provide a...
We introduce Bule, a modeling language for problems from the complexity class PSPACE via quantified ...
In this talk I will review the recent progress in the solving of Quantified Boolean Formulas (QBF). ...
Deciding the truth of a Quantified Boolean Formula (QBF) is a canonical PSPACE-complete problem. It ...
In this paper we report about QBFEVAL'10, the seventh in a series of events established with the aim...
Abstract. For quantified Boolean formulas (QBFs), preprocessing is essential to solve many real-worl...
As a natural extension of the SAT problem, an array of proof systems for quantified Boolean formulas...
The high computational complexity of advanced reasoning tasks such as reasoning about knowledge and ...
In this paper, we present PQSOLVE, a distributed theorem-prover for Quantified Boolean Formulae. Fir...
We propose in this article a functional semantics for non-prenex Quantified Boolean Formulae. The pr...
International audienceIn this paper, we present the main lines and a first implementation of an open...
Many problems of artificial intelligence and formal verification can be reduced to a validity test o...
Abstract. In this paper we investigate the use of preprocessing when solving Quantified Boolean Form...
De nombreux problèmes d'intelligence artificielle et de vérification formelle se ramènent à un test ...
We present a theorem-prover for quantified Boolean formulae and evaluate it on random quantified f...
We propose in this article a unified framework for certificate and compilation for QBF. We provide a...
We introduce Bule, a modeling language for problems from the complexity class PSPACE via quantified ...
In this talk I will review the recent progress in the solving of Quantified Boolean Formulas (QBF). ...
Deciding the truth of a Quantified Boolean Formula (QBF) is a canonical PSPACE-complete problem. It ...
In this paper we report about QBFEVAL'10, the seventh in a series of events established with the aim...
Abstract. For quantified Boolean formulas (QBFs), preprocessing is essential to solve many real-worl...
As a natural extension of the SAT problem, an array of proof systems for quantified Boolean formulas...
The high computational complexity of advanced reasoning tasks such as reasoning about knowledge and ...
In this paper, we present PQSOLVE, a distributed theorem-prover for Quantified Boolean Formulae. Fir...
We propose in this article a functional semantics for non-prenex Quantified Boolean Formulae. The pr...