A memetic algorithm for the discrete scheduling-location problem with unrelated machines

Miroslaw Lawrynowicz, J. Józefczyk
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引用次数: 6

Abstract

This research explores integrated and sequential approaches to a combined job scheduling and discrete facility location optimization problem (ScheLoc). The makespan is considered as a criterion for job scheduling. A Tabu Search based Memetic Algorithm (TSMA) has been developed and applied for the former approach due to the NP-hardness of ScheLoc. For the latter approach, the problem is decomposed into two sub-problems m-median and parallel job scheduling with unrelated machines. Extensive numerical tests have confirmed the advantage of the integrated optimization strategy ensured by TSMA in terms of the makespan and the computation time. Conducted computational experiments have also shown the improvement of results generated by TSMA in comparison with another algorithm known from the literature.
不相关机器离散调度定位问题的模因算法
本研究探讨了作业调度和离散设施位置优化问题(ScheLoc)的集成和顺序方法。最大时间是作业调度的一个标准。基于ScheLoc的np -硬度,提出了一种基于禁忌搜索的模因算法(TSMA)。对于后一种方法,将问题分解为两个子问题:m-中值问题和不相关机器的并行作业调度问题。大量的数值试验证实了TSMA保证的集成优化策略在最大完工时间和计算时间方面的优势。进行的计算实验也表明,与文献中已知的另一种算法相比,TSMA产生的结果有所改善。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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