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A hybrid multi-population genetic algorithm for the dynamic facility layout problem

机译:动态设施布局问题的混合多种群遗传算法

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Due to inherent complexity of the dynamic facility layout problem, it has always been a challenging issue to develop a solution algorithm for this problem. For more than one decade, many researchers have proposed different algorithms for this problem. After reviewing the shortcomings of these algorithms, we realize that the performance can be further improved by a more intelligent search. This paper develops an effective novel hybrid multi-population genetic algorithm. Using a proposed heuristic procedure, we separate solution space into different parts and each subpopulation represents a separate part. This assures the diversity of the algorithm. Moreover, to intensify the search more and more, a powerful local search mechanism based on simulated annealing is developed. Unlike the available genetic operators previously proposed for this problem, we design the operators so as to search only the feasible space; thus, we save computational time by avoiding infeasible space. To evaluate the algorithm, we comprehensively discuss the parameter tuning of the algorithms by Taguchi method. The perfectly tuned algorithm is then compared with 11 available algorithms in the literature using well-known set of benchmark instances. Different analyses conducted on the results, show that the proposed algorithm enjoys the superiority and outperformance over the other algorithms.
机译:由于动态设施布局问题的内在复杂性,为该问题开发解决方案算法一直是具有挑战性的问题。十多年来,许多研究人员针对此问题提出了不同的算法。在回顾了这些算法的缺点之后,我们意识到可以通过更智能的搜索来进一步提高性能。本文提出了一种有效的新型混合多种群遗传算法。使用提议的启发式过程,我们将解决方案空间分为不同的部分,每个子群体代表一个单独的部分。这确保了算法的多样性。此外,为了越来越多地进行搜索,开发了一种基于模拟退火的强大的局部搜索机制。与先前针对此问题提出的遗传算子不同,我们将算子设计为仅搜索可行的空间。因此,我们避免了不可行的空间,从而节省了计算时间。为了评估算法,我们全面讨论了Taguchi方法对算法的参数调整。然后,使用一组著名的基准实例将经过完美调整的算法与文献中的11种可用算法进行比较。对结果进行了不同的分析,表明该算法比其他算法具有优越性和优越性。

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