International audienceRecent research in areas such as SAT solving and Integer Linear Programming has shown that the performances of a single arbitrarily efficient solver can be significantly outperformed by a portfolio of possibly slower on-average solvers. We report an empirical evaluation and comparison of portfolio approaches applied to Constraint Satisfaction Problems (CSPs). We compared models developed on top of off-the-shelf machine learning algorithms with respect to approaches used in the SAT field and adapted for CSPs, considering different portfolio sizes and using as evaluation metrics the number of solved problems and the time taken to solve them. Results indicate that the best SAT approaches have top performances also in the ...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
Given the breadth of constraint satisfaction problems (CSPs) and the wide variety of CSP solvers, it...
It is well recognized that a single, arbitrarily efficient solver can be significantly outperformed ...
International audienceRecent research in areas such as SAT solving and Integer Linear Programming ha...
International audienceDisasters like terrorist attacks, earthquakes, hurricanes, and volcano eruptio...
Abstract. Recent research in areas such as SAT solving and Integer Linear Programming has shown that...
In the context of Constraint Programming, a portfolio approach exploits the complementary strengths ...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
Within the Constraint Satisfaction Problems (CSP) context, a methodology that has proven to be parti...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
International audienceWithin the Constraint Satisfaction Problems (CSP) context, a methodology that ...
Variable ordering heuristics (VOH) play a central role in solving Constraint Satisfaction Problems (...
Abstract. Scheduling a subset of solvers belonging to a given portfolio has proven to be a good stra...
Constraint Programming (CP) is a powerful technique for solving large-scale combinatorial problems. ...
none4The utility of using portfolios of solvers for constraint satisfaction problems is well reporte...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
Given the breadth of constraint satisfaction problems (CSPs) and the wide variety of CSP solvers, it...
It is well recognized that a single, arbitrarily efficient solver can be significantly outperformed ...
International audienceRecent research in areas such as SAT solving and Integer Linear Programming ha...
International audienceDisasters like terrorist attacks, earthquakes, hurricanes, and volcano eruptio...
Abstract. Recent research in areas such as SAT solving and Integer Linear Programming has shown that...
In the context of Constraint Programming, a portfolio approach exploits the complementary strengths ...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
Within the Constraint Satisfaction Problems (CSP) context, a methodology that has proven to be parti...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
International audienceWithin the Constraint Satisfaction Problems (CSP) context, a methodology that ...
Variable ordering heuristics (VOH) play a central role in solving Constraint Satisfaction Problems (...
Abstract. Scheduling a subset of solvers belonging to a given portfolio has proven to be a good stra...
Constraint Programming (CP) is a powerful technique for solving large-scale combinatorial problems. ...
none4The utility of using portfolios of solvers for constraint satisfaction problems is well reporte...
Recent research has shown that the performance of a single, arbitrarily efficient algorithm can be s...
Given the breadth of constraint satisfaction problems (CSPs) and the wide variety of CSP solvers, it...
It is well recognized that a single, arbitrarily efficient solver can be significantly outperformed ...