We establish a new bridge between propositional logic and elementary number theory. A full clause in a conjunctive normal form (CNF) contains all variables, and we study them in minimally unsatisfiable clause-sets (MU); such clauses are strong structural anchors, when combined with other restrictions
Recognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become satisfiab...
Abstract. This article presents cmMUS—a tool for deciding whether a clause belongs to some minimal u...
AbstractUnlike sets of definite Horn clauses, logic programs with disjunctions of atoms in clause he...
A new method for classification of minimally unsatisfiable clause-sets (MUs) is introduced, connecti...
A minimally unsatisfiable subformula (MUS) is a subset of clauses of a given CNF formula which is un...
A minimal unsatisfiable subformula (MUS) of a given propositional formula is a subset of clauses whi...
AbstractRecognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become s...
AbstractWe consider the minimal unsatisfiablity problem MU(k) for propositional formulas in conjunct...
Proving the unsatisfiability of propositional Boolean formulas has applications in a wide range of f...
AbstractA formula (in conjunctive normal form) is said to be minimal unsatisfiable if it is unsatisf...
Abstract. A boolean formula in conjunctive normal form (CNF) F is refuted by literal–once resolution...
In several applicative fields, the generic system or structure to be designed can be encoded as a CN...
A formula (in conjunctive normal form) is said to be minimal unsatisable if it is unsatisable and de...
The paper is concerned with the relevant practical problem of selectinga small unsatisfiable subset ...
The inference systems proposed for solving SAT are unsound for solving MaxSAT and MinSAT, because th...
Recognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become satisfiab...
Abstract. This article presents cmMUS—a tool for deciding whether a clause belongs to some minimal u...
AbstractUnlike sets of definite Horn clauses, logic programs with disjunctions of atoms in clause he...
A new method for classification of minimally unsatisfiable clause-sets (MUs) is introduced, connecti...
A minimally unsatisfiable subformula (MUS) is a subset of clauses of a given CNF formula which is un...
A minimal unsatisfiable subformula (MUS) of a given propositional formula is a subset of clauses whi...
AbstractRecognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become s...
AbstractWe consider the minimal unsatisfiablity problem MU(k) for propositional formulas in conjunct...
Proving the unsatisfiability of propositional Boolean formulas has applications in a wide range of f...
AbstractA formula (in conjunctive normal form) is said to be minimal unsatisfiable if it is unsatisf...
Abstract. A boolean formula in conjunctive normal form (CNF) F is refuted by literal–once resolution...
In several applicative fields, the generic system or structure to be designed can be encoded as a CN...
A formula (in conjunctive normal form) is said to be minimal unsatisable if it is unsatisable and de...
The paper is concerned with the relevant practical problem of selectinga small unsatisfiable subset ...
The inference systems proposed for solving SAT are unsound for solving MaxSAT and MinSAT, because th...
Recognition of minimal unsatisfiable CNF formulas (unsatisfiable CNF formulas which become satisfiab...
Abstract. This article presents cmMUS—a tool for deciding whether a clause belongs to some minimal u...
AbstractUnlike sets of definite Horn clauses, logic programs with disjunctions of atoms in clause he...