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A modified Variable Neighborhood Search for minimizing the makespan on identical parallel machines

机译:修改的变量邻域搜索,以最大限度地减少相同的并行机上的makespan

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Variable Neighborhood Search (VNS) is one of the most recent metaheuristics used for problem solving in which a systematic change of neighborhood within a local search is carried out. The idea is to build the best local search and shake operations based on neighbourhood structure available. In this paper, a modified version of VNS algorithm proposed for identical parallel machines scheduling problems with the objective function of minimizing makespan. The proposed VNS algorithm was tested 150 randomly generated problems with different jobs and machines. The results gained by modified VNS (MVNS) algorithm are presented and compared with the both Genetic Algorithm (GA) and Longest Processing Time (LPT) solutions. It is concluded that the MVNS algorithms outperform the both GA and LPT.
机译:可变邻域搜索(VNS)是用于解决问题的最近的半训练之一,其中执行本地搜索内的邻域的系统变化。该想法是基于可用的邻域结构构建最佳本地搜索和摇动操作。在本文中,提出了一种用于相同并行机器调度问题的VNS算法的修改版本,其目的函数最小化MAKESPAN。所提出的VNS算法是在不同的作业和机器中随机生成的问题。通过修改的VNS(MVNS)算法获得的结果,并与遗传算法(GA)和最长处理时间(LPT)解决方案进行了比较。得出结论,MVNS算法优于GA和LPT。

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