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Hybridization as Cooperative Parallelism for the Quadratic Assignment Problem

机译:与二次分配问题的合作行性杂交

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The Quadratic Assignment Problem is at the core of several real-life applications. Finding an optimal assignment is computationally very difficult, for many useful instances. The best results are obtained with hybrid heuristics, which result in complex solvers. We propose an alternate solution where hybridization is obtain by means of parallelism and cooperation between simple single-heuristic solvers. We present experimental evidence that this approach is very efficient and can effectively solve a wide variety of hard problems, often surpassing state-of-the-art systems.
机译:二次分配问题是几个真实应用程序的核心。对于许多有用的实例,找到最佳分配是非常困难的。用混合动力启发式获得最佳结果,从而导致复杂的溶剂。我们提出了一种替代解决方案,其中通过简单的单一启发式溶剂之间的平行和合作获得杂交。我们呈现实验证据,这种方法是非常有效的,可以有效解决各种各样的难题,通常超越最先进的系统。

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