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Rule-Based Constraint Programming

Identifieur interne : 002379 ( Crin/Checkpoint ); précédent : 002378; suivant : 002380

Rule-Based Constraint Programming

Auteurs : Claude Kirchner ; Christophe Ringeissen

Source :

RBID : CRIN:kirchner98d

English descriptors

Abstract

In this paper we present a view of constraint programming based on the notion of rewriting controlled by strategies. We argue that this concept allows us to describe in a unified way the constraint solving mechanism as well as the meta-language needed to manipulate the constraints. This has the advantage to provide descriptions that are very close to the proof theoretical setting used now to describe constraint manipulations like unification or numerical constraint solving. We examplify the approach by presenting examples of constraint solvers descriptions and combinations written in the elan language.

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CRIN:kirchner98d

Le document en format XML

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<div type="abstract" xml:lang="en" wicri:score="2919">In this paper we present a view of constraint programming based on the notion of rewriting controlled by strategies. We argue that this concept allows us to describe in a unified way the constraint solving mechanism as well as the meta-language needed to manipulate the constraints. This has the advantage to provide descriptions that are very close to the proof theoretical setting used now to describe constraint manipulations like unification or numerical constraint solving. We examplify the approach by presenting examples of constraint solvers descriptions and combinations written in the elan language.</div>
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<author>
<e>Kirchner, Claude</e>
<e>Ringeissen, Christophe</e>
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<title>Rule-Based Constraint Programming</title>
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<year>1998</year>
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<abstract>In this paper we present a view of constraint programming based on the notion of rewriting controlled by strategies. We argue that this concept allows us to describe in a unified way the constraint solving mechanism as well as the meta-language needed to manipulate the constraints. This has the advantage to provide descriptions that are very close to the proof theoretical setting used now to describe constraint manipulations like unification or numerical constraint solving. We examplify the approach by presenting examples of constraint solvers descriptions and combinations written in the elan language.</abstract>
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