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Proportionate flexible flow shop scheduling via a hybrid constructive genetic algorithm

机译:通过混合构造遗传算法进行比例灵活的流水车间调度

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The proportionate flow shop (PFS) is considered as a unique case of the flow shop problem in which the processing times of the operations belonging to the same job are equal. A proportionate flexible flow shop (PFFS) is a machine environment with parallel identical machines at each stage. This study presents an effective hybrid approach based on constructive genetic algorithm (CGA) for PFFS scheduling with the criterion to minimize the total weighted completion time (WCT). Minimizing the WCT in a PFFS problem significantly differs from the parallel-identical-machine scheduling problem, an optimal schedule in which the jobs on each machine are in weighted shortest processing time (WSPT) order. The proposed approach incorporates two fitness functions, and a population trained by a local improvement search based on tabu search with a candidate list strategy into CGA. Simulation results are compared with those of the column generation (CG) approach to demonstrate the effectiveness of the proposed hybrid approach. In particular, the CG approach has been applied successfully to solve various parallel machine scheduling problems, and yields high-quality solutions.
机译:比例流水车间(PFS)被认为是流水车间问题的一种特例,其中属于同一作业的操作的处理时间相等。比例灵活流水车间(PFFS)是一个在每个阶段都具有并行相同机器的机器环境。这项研究提出了一种有效的混合方法,该方法基于构造遗传算法(CGA)进行PFFS调度,并以最小化总加权完成时间(WCT)为准则。在PFFS问题中将WCT最小化与并行并行机器调度问题显着不同,并行最优机器调度问题是每台机器上的作业按加权的最短处理时间(WSPT)顺序排列的最佳调度。所提出的方法结合了两个适应度函数,以及通过基于禁忌搜索和CGA中候选列表策略的局部改进搜索训练的人口。将模拟结果与列生成(CG)方法的结果进行比较,以证明所提出的混合方法的有效性。特别是,CG方法已成功应用于解决各种并行机器调度问题,并产生了高质量的解决方案。

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