Abstract: This paper presents hypergraph parti-tioning based constraint decomposition procedures to guide Boolean Satis¯ability search. Variable-constraint relationships are modeled on a hypergraph and parti-tioning based techniques are employed to decompose the constraints. Subsequently, the decomposition is analyzed to solve the CNF-SAT problem e±ciently. The contributions of this research are two-fold: 1) to engineer a constraint decomposition technique using hy-pergraph partitioning; 2) to engineer a constraint resolu-tion method based on this decomposition. Preliminary experiments show that our approach is fast, scalable and can signi¯cantly increase the performance (often orders of magnitude) of the SAT engine. I
While the efficiency and scalability of modern SAT technology offers an intriguing alternative appro...
Constraint satisfaction problems (CSPs) are NP-complete in general, therefore it is important to ide...
Constraint programming is rapidly becoming the technology of choice for modelling and solving compl...
This report is intended to present the Fiduccia Mattheyses (FM) heuristic for hypergraph bipartition...
The last few years have seen an increasing interest in Boolean Satisfiability (SAT), spurred in part...
Methods based on Boolean satisfiability (SAT) typically use a Con-junctive Normal Form (CNF) represe...
We discuss some topics related to the practical efficiency of exact methods for satisfiability. We u...
The problem of computing solutions to constraint satisfaction problems (CSPs) has gained widespread ...
International audienceBoolean Constraint Propagation (BCP) is recognized as one of the most use- ful...
To cope with the intractability of answering Conjunctive Queries (CQs) and solving Constraint Satisf...
AbstractMethods for partitioning large propositional formulas are investigated, with the goal of pro...
We propose a methodology for optimal k-way partitioning with replication of directed hypergraphs via...
AbstractWe compare tractable classes of constraint satisfaction problems (CSPs). We first give a uni...
Constraint Satisfaction Problems (CSP) are notoriously hard. Consequently, powerful decomposition me...
International audienceOn the one hand, solvers for the propositional satisfiability problem (SAT) ca...
While the efficiency and scalability of modern SAT technology offers an intriguing alternative appro...
Constraint satisfaction problems (CSPs) are NP-complete in general, therefore it is important to ide...
Constraint programming is rapidly becoming the technology of choice for modelling and solving compl...
This report is intended to present the Fiduccia Mattheyses (FM) heuristic for hypergraph bipartition...
The last few years have seen an increasing interest in Boolean Satisfiability (SAT), spurred in part...
Methods based on Boolean satisfiability (SAT) typically use a Con-junctive Normal Form (CNF) represe...
We discuss some topics related to the practical efficiency of exact methods for satisfiability. We u...
The problem of computing solutions to constraint satisfaction problems (CSPs) has gained widespread ...
International audienceBoolean Constraint Propagation (BCP) is recognized as one of the most use- ful...
To cope with the intractability of answering Conjunctive Queries (CQs) and solving Constraint Satisf...
AbstractMethods for partitioning large propositional formulas are investigated, with the goal of pro...
We propose a methodology for optimal k-way partitioning with replication of directed hypergraphs via...
AbstractWe compare tractable classes of constraint satisfaction problems (CSPs). We first give a uni...
Constraint Satisfaction Problems (CSP) are notoriously hard. Consequently, powerful decomposition me...
International audienceOn the one hand, solvers for the propositional satisfiability problem (SAT) ca...
While the efficiency and scalability of modern SAT technology offers an intriguing alternative appro...
Constraint satisfaction problems (CSPs) are NP-complete in general, therefore it is important to ide...
Constraint programming is rapidly becoming the technology of choice for modelling and solving compl...