A high-level abstract-datatype-based constraint modelling language opens the door to an automat-able empirical determination — by a compiler — of how to ‘best ’ represent the variables of a com-binatorial optimisation problem, based on (real-life) training instances of the problem. In the ex-treme case where no such training instances are provided, such a compiler would simply be non-deterministic. A first-order relational calculus with sets is a good candidate for such a language, as it gives rise to very natural and easy-to-maintain models of combinatorial optimisation problems.
To solve combinatorial problems, Constraint Programming builds high-level models that expose much of...
When solving a combinatorial problem, the formulation or model of the problem is critical to the eff...
Relations are fundamental structures for knowledge representation. Relational queries are used to ex...
A high-level abstract-datatype-based constraint modelling language opens the door to an automatable ...
A high-level abstract-datatype-based constraint modelling language opens the door to an automatable ...
Current-generation constraint programming languages are considered by many, especially in industry...
Combinatorial optimisation problems are ubiquitous in our society and appear in such varied guises...
Algebraic modeling languages have become a standard tool in the development of linear and nonlinear ...
Constraint logic programming has become a promising new technology for solving complex combinatorial...
Constraint programming is one of the possible ways how to solve complicated combinatorial (and other...
Combinatorial optimization problems require selecting the best solution from a discrete (albeit ofte...
Constraint logic programming (CLP) has become a promising new technology for solving complex combina...
Linear programming and constraint propagation are comple-mentary techniques with the potential for i...
Constraint Programming is a powerful technique for solving large-scale combinatorial (optimisation) ...
Many and diverse combinatorial problems have been solved successfully using finite-domain constrain...
To solve combinatorial problems, Constraint Programming builds high-level models that expose much of...
When solving a combinatorial problem, the formulation or model of the problem is critical to the eff...
Relations are fundamental structures for knowledge representation. Relational queries are used to ex...
A high-level abstract-datatype-based constraint modelling language opens the door to an automatable ...
A high-level abstract-datatype-based constraint modelling language opens the door to an automatable ...
Current-generation constraint programming languages are considered by many, especially in industry...
Combinatorial optimisation problems are ubiquitous in our society and appear in such varied guises...
Algebraic modeling languages have become a standard tool in the development of linear and nonlinear ...
Constraint logic programming has become a promising new technology for solving complex combinatorial...
Constraint programming is one of the possible ways how to solve complicated combinatorial (and other...
Combinatorial optimization problems require selecting the best solution from a discrete (albeit ofte...
Constraint logic programming (CLP) has become a promising new technology for solving complex combina...
Linear programming and constraint propagation are comple-mentary techniques with the potential for i...
Constraint Programming is a powerful technique for solving large-scale combinatorial (optimisation) ...
Many and diverse combinatorial problems have been solved successfully using finite-domain constrain...
To solve combinatorial problems, Constraint Programming builds high-level models that expose much of...
When solving a combinatorial problem, the formulation or model of the problem is critical to the eff...
Relations are fundamental structures for knowledge representation. Relational queries are used to ex...