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Advanced Metaheuristics for Bicriteria No-Wait Flow Shop Scheduling Problem

机译:Bicriteria No-Way-Wake Flow Shop调度问题的高级核心学

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No-wait flow shop scheduling problem with dual criteria of makespan and system utilization time has been addressed in this paper. The objective is to schedule the n jobs on available system of machines in such a way that the weighted sum of makespan and system utilization time is the minimum possible. System utilization time is rarely found criteria of flow shop scheduling literature. Many heuristics and metaheuristics are available in the literature for flow shop scheduling problem with the criteria of makespan, and however, no heuristic is present for criteria of system utilization time. In this paper, the dominance relation has been developed for the system of two machines. Further, since the problem taken in hand is NP-hard, therefore, advanced iterated greedy algorithm (AIGA) has been developed to solve it. Design of the experiment approach has been used to estimate the parameters of AIGA. The computational experiment is carried out on some well-known scheduling benchmarks, and the results depict the superiority of the proposed algorithm over some existing techniques in the literature.
机译:本文已经解决了No-Wait Flow Shop调度问题,具有Mepespan的双重标准和系统利用时间。目标是在可用机器系统上安排N个作业,使得Mepespan和系统利用时间的加权总和是最低的。系统利用时间很少找到流店调度文献的标准。许多启发式和甲型训练都可以在流店调度问题的文献中提供,并且对于Makespan的标准,但是,系统利用时间的标准没有启发式。在本文中,已经为两台机器系统开发了优势关系。此外,由于手头所采取的问题是NP - 硬,因此,已经开发出先进的迭代贪婪算法(AIGA)来解决它。实验方法的设计已被用于估计AIGA的参数。计算实验在一些众所周知的调度基准上进行,结果描绘了在文献中的一些现有技术上的提出算法的优越性。

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