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An improved scatter search algorithm for the uncapacitated facility location problem

机译:一种改进的散射搜索算法,用于未处理设施位置问题

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The uncapacitated facility location (UFL) problem is a NP-hard and pure binary optimization problem. The main goal of UFL is that try to fmd an undetermined number of facilities to minimize the sum of constant setup and serving costs of customers. Nowadays, in solving many NP problems, optimization techniques are preferred instead of conventional ones due to their simple structure, ease of application and acceptable results in reasonable time. In this study, the scatter search algorithm (SS) was improved to solve the UFL problems. The SS method can be applied directly to problems with binary search space and supports random search mechanism with good solutions obtained from previous problem solving efforts as opposed to other evolutionary algorithms. In order to compromise between exploitation and exploration in the improved scatter search (ISS), the global search ability of the basic SS algorithm is enhanced by using different crossover techniques like an ensemble, while the local search ability is improved by mutation operations on the best solutions. To investigate effects of the improvements and to show its performance, the ISS is compared with the twelve different methods found in the literature for solving the 15 UFL problems in the OR-Lib dataset. The experimental results show that the proposed method obtained the optimum value for 13 of the 15 problems and had a superior performance compared to other techniques considering the solution quality and robustness. The ISS is also compared with a technique using the local search method on the OR-Lib and a different dataset named M*. When all experimental results are evaluated, it is seen that the proposed method is an effective, robust and successful tool for solving the UFL problems.
机译:未列为设施位置(UFL)问题是NP硬度和纯二进制优化问题。 UFL的主要目标是,尝试FMD未确定的设施,以最大限度地减少客户的常量设置和服务费用。如今,在解决许多NP问题时,优选的优选技术而不是传统的结构,而是由于其简单的结构,易于应用和可接受的结果在合理的时间内。在这项研究中,散射搜索算法(SS)得到改进以解决UFL问题。 SS方法可以直接应用于二进制搜索空间的问题,并支持随机搜索机制,其具有从先前问题解决的良好解决方案,而不是其他进化算法。为了在改进的散射搜索(ISS)中的利用和探索之间损害,通过使用与合奏等不同的交叉技术来增强基本SS算法的全局搜索能力,而最佳突变操作则提高本地搜索能力。解决方案。为了调查改进的影响和表现其性能,将ISS与文献中发现的十二种不同方法进行比较,用于解决或-IB数据集中的15个UFL问题。实验结果表明,该方法获得了15个问题中13个问题的最佳值,与考虑解决方案质量和鲁棒性的其他技术相比具有优异的性能。也将使用使用本地搜索方法的技术与名为M *的本地搜索方法的技术进行比较。当评估所有实验结果时,可以看到所提出的方法是解决UFL问题的有效,坚固且成功的工具。

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