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The solution of the concurrent layout scheduling problem in the job-shop environment through a local neighborhood search algorithm

机译:通过本地邻域搜索算法解决作业商店环境中并发布局调度问题的解决方案

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The concurrent layout and scheduling problem is an extension of the well-known job-shop scheduling problem with transport delays, in which, in addition to the decisions taken in the classic problem, the location of machines must be selected from a set of possible sites. The aim of this study was to solve this problem by using a local neighborhood search algorithm (LNSA). This algorithm used a random local neighborhood, where neighbors were produced by simple operators commonly used in metaheuristics for scheduling problems. The solution coding used in the LNSA enabled all the calculated solutions to be valid schedules for the problem. The findings of the study were compared with those obtained by Ranjbar, who proposed the benchmark problems. Our method obtained a minor average relative percentage compared to the best-known results. Furthermore, it achieved a smaller makespan in the problems with higher computational complexity, which may aid companies that require customized manufacturing. (C) 2019 Elsevier Ltd. All rights reserved.
机译:并发布局和调度问题是传输延迟的众所周知的作业商店调度问题的扩展,其中,除了在经典问题中采取的决策,必须从一组可能的站点中选择机器的位置。本研究的目的是通过使用本地邻域搜索算法(LNSA)来解决这个问题。该算法使用了一个随机本地邻域,其中邻居由常用于在遗传学中用于调度问题的简单运算符来生产。 LNSA中使用的解决方案编码使所有计算的解决方案使所有计算的解决方案都是有效的问题。将该研究的结果与Ranjbar获得的研究结果进行了比较,他提出了基准问题。与最着名的结果相比,我们的方法获得了较小的平均相对百分比。此外,它在具有更高计算复杂性的问题中实现了较小的Mapspan,这可能有助于提供定制制造的公司。 (c)2019 Elsevier Ltd.保留所有权利。

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