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Arc consistency for general constraint networks: preliminary results

机译:一般约束网络的弧一致性:初步结果

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Constraint networks are used more and more to sovle combinatorial problems in real-life applications. Much activity is concentrated on improving the efficiency of finding a solution in a constraitn network (the constraitn satisfaction problem, CSP). Particularly, arc consistency caught many researchers' attention, involving the discovery of a large number of algorithms. And, for the last two years, it has been shwon that maintaining arc consistency during search is a worthwhile approach. However, results on CSPs and on arc consistency are almost always limited to binary constraint networks. The CSP is not longer an academic problem, and it is time to deal with non-binary CSPs, as widely required in real world constraitn sovlers. This paper proposes a general schemea to implement arc consistency on constraints of any arity when no specific algorithm is known. A first instantiation of the schema is presented here, which deals with constraitns given by a predicate, by the set of forbidden combinations of values, or by the set of allowed ones.
机译:约束网络越来越多地用于解决现实应用中的组合问题。很多活动都集中在提高在constraitn网络(constraitn满意度问题,CSP)中找到解决方案的效率上。特别是,电弧一致性吸引了许多研究人员的注意力,其中涉及大量算法的发现。并且,在过去的两年中,已经证明在搜索过程中保持弧线一致性是一种值得采用的方法。但是,关于CSP和电弧一致性的结果几乎总是限于二进制约束网络。 CSP不再是一个学术问题,现在是处理非二进制CSP的时候了,这是现实世界中的constraitn sovlers广泛要求的。本文提出了一种通用方案,可以在不知道任何特定算法的情况下,在任意约束的约束下实现电弧一致性。此处显示了模式的第一个实例,该实例处理谓词,一组禁止的值组合或一组允许的给定条件所产生的约束。

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