International audienceThis paper answers affirmatively the open question of the existence of a polynomial size CNF encoding of pseudo-Boolean (PB) constraints such that generalized arc consistency (GAC) is maintained through unit propagation (UP). All previous encodings of PB constraints either did not allow UP to maintain GAC, or were of exponential size in the worst case. This paper presents an encoding that realizes both of the desired properties. From a theoretical point of view, this narrows the gap between the expressive power of clauses and the one of pseudo-Boolean constraints
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
We perform a detailed theoretical and empirical compari-son of the dual and hidden variable encoding...
International audienceThis paper answers affirmatively the open question of the existence of a polyn...
The original publication is available at www.springerlink.com. Abstract. This paper answers affirmat...
Research noteThis paper introduces a new CNF encoding of pseudo-Boolean constraints, which allows un...
Commentary on the CP 2003 paper "Efficient cnf encoding of boolean cardinality constraints" at the i...
In contrast to a single clause a pseudo-Boolean (PB) constraint is much more expressive and hence it...
International audienceTwo major considerations when encoding pseudo-Boolean (PB) constraints into SA...
International audienceOne of the possible approaches for solving a CSP is to encode the input proble...
International audienceWe study pseudo-Boolean constraints (PBC) and their special case cardinality c...
Many problems are naturally expressed using CNF clauses and boolean cardinality constraints. It is g...
Abstract. We consider the problem of encoding Boolean cardinality constraints in conjunctive normal ...
In this paper, we address the encoding into CNF clauses of Boolean cardinality constraints that aris...
We introduce Cardinality Networks, a new CNF encoding of cardinality constraints. It improves upon t...
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
We perform a detailed theoretical and empirical compari-son of the dual and hidden variable encoding...
International audienceThis paper answers affirmatively the open question of the existence of a polyn...
The original publication is available at www.springerlink.com. Abstract. This paper answers affirmat...
Research noteThis paper introduces a new CNF encoding of pseudo-Boolean constraints, which allows un...
Commentary on the CP 2003 paper "Efficient cnf encoding of boolean cardinality constraints" at the i...
In contrast to a single clause a pseudo-Boolean (PB) constraint is much more expressive and hence it...
International audienceTwo major considerations when encoding pseudo-Boolean (PB) constraints into SA...
International audienceOne of the possible approaches for solving a CSP is to encode the input proble...
International audienceWe study pseudo-Boolean constraints (PBC) and their special case cardinality c...
Many problems are naturally expressed using CNF clauses and boolean cardinality constraints. It is g...
Abstract. We consider the problem of encoding Boolean cardinality constraints in conjunctive normal ...
In this paper, we address the encoding into CNF clauses of Boolean cardinality constraints that aris...
We introduce Cardinality Networks, a new CNF encoding of cardinality constraints. It improves upon t...
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
Pseudo-Boolean constraints are omnipresent in practical applications, and therefore a significant ef...
We perform a detailed theoretical and empirical compari-son of the dual and hidden variable encoding...