The success of portfolio approaches in SAT solving relies on the observation that different SAT solving techniques perform better on different SAT instances. The Algorithm Selection Problem faces the problem of choosing, using a prediction model, the best algorithm from a predefined set, to solve a particular instance of a problem. Using Machine Learning techniques, this prediction is performed by analyzing some features of the instance and using an empirical hardness model, previously built, to select the expected fastest algorithm to solve such instance. Recently, there have been some attempts to characterize the structure of industrial SAT instances. In this paper, we use some structural features of industrial SAT instances to build s...
Abstract. Empirical hardness models predict a solver’s runtime for a given instance of an N P-hard p...
Competitions such as the MiniZinc Challenges or the SAT competitions have been very useful sources f...
Malitsky Y, Merschformann M, O’Sullivan B, Tierney K. Structure-Preserving Instance Generation. In: ...
The success of portfolio approaches in SAT solving relies on the observation that different SAT solv...
It has been widely observed that there is no single “dominant ” SAT solver; instead, different solve...
Hard combinatorial problems such as propositional satisfiability are ubiquitous. The holy grail are ...
Modern SAT solvers have experienced a remarkable progress on solving industrial instances. It is bel...
Abstract. Recent research in areas such as SAT solving and Integer Linear Programming has shown that...
Different solvers for computationally difficult problems such as satisfiability (SAT) perform best o...
Tesis llevada a cabo para conseguir el grado de Doctor por la Universidad Autónoma de Barcelona--25-...
Nowadays, modern SAT solvers are able to efficiently solve many industrial, or real-world, SAT insta...
The AI community has achieved great success in designing high-performance algorithms for hard combin...
A common belief says that modern SAT solvers are efficient because of their ability to exploit struc...
Modern SAT solvers have experienced a remarkable progress on solving industrial instances. Most of t...
In practical applications, some important classes of problems are NP-complete. Although no worst-cas...
Abstract. Empirical hardness models predict a solver’s runtime for a given instance of an N P-hard p...
Competitions such as the MiniZinc Challenges or the SAT competitions have been very useful sources f...
Malitsky Y, Merschformann M, O’Sullivan B, Tierney K. Structure-Preserving Instance Generation. In: ...
The success of portfolio approaches in SAT solving relies on the observation that different SAT solv...
It has been widely observed that there is no single “dominant ” SAT solver; instead, different solve...
Hard combinatorial problems such as propositional satisfiability are ubiquitous. The holy grail are ...
Modern SAT solvers have experienced a remarkable progress on solving industrial instances. It is bel...
Abstract. Recent research in areas such as SAT solving and Integer Linear Programming has shown that...
Different solvers for computationally difficult problems such as satisfiability (SAT) perform best o...
Tesis llevada a cabo para conseguir el grado de Doctor por la Universidad Autónoma de Barcelona--25-...
Nowadays, modern SAT solvers are able to efficiently solve many industrial, or real-world, SAT insta...
The AI community has achieved great success in designing high-performance algorithms for hard combin...
A common belief says that modern SAT solvers are efficient because of their ability to exploit struc...
Modern SAT solvers have experienced a remarkable progress on solving industrial instances. Most of t...
In practical applications, some important classes of problems are NP-complete. Although no worst-cas...
Abstract. Empirical hardness models predict a solver’s runtime for a given instance of an N P-hard p...
Competitions such as the MiniZinc Challenges or the SAT competitions have been very useful sources f...
Malitsky Y, Merschformann M, O’Sullivan B, Tierney K. Structure-Preserving Instance Generation. In: ...