Abstract. Local search is often a suitable paradigm for solving hard decision problems and approximating computationally difficult ones in the artificial intelligence domain. In this paper, it is shown that a smart use of the computation of a local search that failed to solve a NP-hard decision problem A can sometimes slash down the computing time for the resolution of computationally harder optimization problems con-taining A as a sub-problem. As a case study, we take A as SAT and consider some PNP [O(logm)] symbolic reasoning problems. Applying this technique, these latter problems can often be solved thanks to a small constant number of calls to a SAT-solver, only
The constraint satisfaction problem and its derivate, the propositional satisfiability problem (SAT)...
Local search procedures for solving satisfiabil-ity problems have attracted considerable attention s...
Local search techniques have attracted considerable interest in the Artificial Intelligence (AI) com...
We introduce a greedy local search procedure called GSAT for solving propositional satisfiability pr...
In this paper, an ecient heuristic allowing one to localize inconsistent kernels in propositional kn...
Abstract. The Walksat local search algorithm has previously been extended to handle quantification o...
Traditionally, the propositional satisfiability problem (SAT) was attacked with systematic search al...
MAXSAT solutions, i.e., near-satisfying assignments for propositional formulas, are sometimes meanin...
Local search is a widely used method to solve combinatorial optimization problems. As many relevant ...
Effective local search methods for finding satisfying assign-ments of CNF formulae exhibit several s...
The Satisfiability problem (SAT) is one of the central subjects of research in modern computing scie...
MAXSAT solutions, i.e., near-satisfying assignments for propositional formulas, are sometimes meanin...
In this paper a learning based local search approach for propositional satisfiability is presented. ...
Local search techniques have attracted considerable interest in the AI community since the developm...
Designing high-performance solvers for computationally hard problems is a difficult and often time...
The constraint satisfaction problem and its derivate, the propositional satisfiability problem (SAT)...
Local search procedures for solving satisfiabil-ity problems have attracted considerable attention s...
Local search techniques have attracted considerable interest in the Artificial Intelligence (AI) com...
We introduce a greedy local search procedure called GSAT for solving propositional satisfiability pr...
In this paper, an ecient heuristic allowing one to localize inconsistent kernels in propositional kn...
Abstract. The Walksat local search algorithm has previously been extended to handle quantification o...
Traditionally, the propositional satisfiability problem (SAT) was attacked with systematic search al...
MAXSAT solutions, i.e., near-satisfying assignments for propositional formulas, are sometimes meanin...
Local search is a widely used method to solve combinatorial optimization problems. As many relevant ...
Effective local search methods for finding satisfying assign-ments of CNF formulae exhibit several s...
The Satisfiability problem (SAT) is one of the central subjects of research in modern computing scie...
MAXSAT solutions, i.e., near-satisfying assignments for propositional formulas, are sometimes meanin...
In this paper a learning based local search approach for propositional satisfiability is presented. ...
Local search techniques have attracted considerable interest in the AI community since the developm...
Designing high-performance solvers for computationally hard problems is a difficult and often time...
The constraint satisfaction problem and its derivate, the propositional satisfiability problem (SAT)...
Local search procedures for solving satisfiabil-ity problems have attracted considerable attention s...
Local search techniques have attracted considerable interest in the Artificial Intelligence (AI) com...