A knowledge base is redundant if it contains parts that can be inferred from the rest of it. We study the problem of checking whether a CNF formula (a set of clauses) is redundant, that is, it contains clauses that can be derived from the other ones. Any CNF formula can be made irredundant by deleting some of its clauses: what results is an irredundant equivalent subset (I.E.S.) We study the complexity of some related problems: veri cation, checking existence of a I.E.S. with a given size, checking necessary and possible presence of clauses in I.E.S.'s, and uniqueness
We study partial quantifier elimination (PQE) for propositional CNF formulas. PQE is a generalizatio...
As SAT-algorithms become more and more complex, there is little chance of writing a SAT-solver that ...
Independence-the study of what is relevant to a given problem of reasoning-has received an increasin...
AbstractWe report results about the redundancy of formulae in 2CNF form. In particular, we give a sl...
We report results about the redundancy of formulae in 2CNF form. In particular, we give a slight imp...
Results about the redundancy of certain versions of circumscription and default logic are presented....
AbstractResults about the redundancy of certain versions of circumscription and default logic are pr...
International audienceHandling redundancy in propositional reasoning and search is an active path of...
peer-reviewedA propositional formula in Conjunctive Normal Form (CNF) may contain redundant clauses...
Several authors have proposed increasingly efficient methods for computing the least general general...
One of the main results in Theory of Computation courses is the proof that propositional satisfiabil...
International audienceThis paper is concerned with the problem of checking whether a given subset Γ ...
Abstract. A boolean formula in conjunctive normal form (CNF) F is refuted by literal–once resolution...
AbstractRecognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become s...
A pair of clauses in a CNF formula constitutes a conflict if there is a variable that occurs positiv...
We study partial quantifier elimination (PQE) for propositional CNF formulas. PQE is a generalizatio...
As SAT-algorithms become more and more complex, there is little chance of writing a SAT-solver that ...
Independence-the study of what is relevant to a given problem of reasoning-has received an increasin...
AbstractWe report results about the redundancy of formulae in 2CNF form. In particular, we give a sl...
We report results about the redundancy of formulae in 2CNF form. In particular, we give a slight imp...
Results about the redundancy of certain versions of circumscription and default logic are presented....
AbstractResults about the redundancy of certain versions of circumscription and default logic are pr...
International audienceHandling redundancy in propositional reasoning and search is an active path of...
peer-reviewedA propositional formula in Conjunctive Normal Form (CNF) may contain redundant clauses...
Several authors have proposed increasingly efficient methods for computing the least general general...
One of the main results in Theory of Computation courses is the proof that propositional satisfiabil...
International audienceThis paper is concerned with the problem of checking whether a given subset Γ ...
Abstract. A boolean formula in conjunctive normal form (CNF) F is refuted by literal–once resolution...
AbstractRecognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become s...
A pair of clauses in a CNF formula constitutes a conflict if there is a variable that occurs positiv...
We study partial quantifier elimination (PQE) for propositional CNF formulas. PQE is a generalizatio...
As SAT-algorithms become more and more complex, there is little chance of writing a SAT-solver that ...
Independence-the study of what is relevant to a given problem of reasoning-has received an increasin...