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More Robust Counting-Based Search Heuristics with Alldifferent Constraints

机译:具有所有约束的更强大的基于计数的搜索启发式

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Exploiting solution counting information from individual constraints has led to some of the most efficient search heuristics in constraint programming. However, evaluating the number of solutions for the alldifferent constraint still presents a challenge: even though previous approaches based on sampling were extremely effective on hard instances, they are not competitive on easy to medium difficulty instances due to their significant computational overhead. In this paper we explore a new approach based on upper bounds, trading counting accuracy for a significant speedup of the procedure. Experimental results show a marked improvement on easy instances and even some improvement on hard instances. We believe that the proposed method is a crucial step to broaden the applicability of solution counting-based search heuristics.
机译:利用来自各个约束的解决方案计数信息已导致约束编程中一些最有效的搜索试探法。但是,评估所有不同约束条件的解决方案数量仍然是一个挑战:尽管以前基于采样的方法在困难实例上非常有效,但由于它们的大量计算开销,它们在易中难程度实例上没有竞争力。在本文中,我们探索了一种基于上限的新方法,该方法以计算计数准确性为代价,大大加快了该过程。实验结果表明,在简单实例上有明显的改进,在硬实例上甚至有一些改进。我们认为,提出的方法是扩展基于解决方案计数的搜索启发式方法的适用性的关键步骤。

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