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Total flow time minimization in no-wait job shop using a hybrid discrete group search optimizer

机译:使用混合离散组搜索优化器的无等待作业商店的总流程时间最小化

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摘要

The no-wait job shop scheduling problem is a well-known NP-hard problem and it is typically decomposed into timetabling subproblem and sequencing subproblem. By adopting favorable features of the group search technique, a hybrid discrete group search optimizer is proposed for finding high quality schedules in the no-wait job shops with the total flow time criterion. In order to find more promising sequences, the producer operator is designed as a destruction and construction (DC) procedure and an insertion-based local search, the scrounger operator is implemented by differential evolution scheme, and the ranger operator is designed by hybridizing best insert moves. An efficient initialization scheme based on Nawaz-Enscore-Ham (NEH) heuristic is designed to construct the initial population with both quality and diversity. A speed-up method is developed to accelerate the evaluation of the insertion neighborhood. Computational results based on well-known benchmark instances show that the proposed algorithm clearly outperforms a hybrid differential evolution algorithm and an iterated greedy algorithm. In addition, the proposed algorithm is comparable to a local search method based on optimal job insertion, especially for large-size instances. (C) 2019 Elsevier B.V. All rights reserved.
机译:不等待的作业商店调度问题是一个众所周知的NP - 难题,它通常被分解成时间表子问题和排序子问题。通过采用组搜索技术的良好特征,提出了一种混合离散组搜索优化器,用于在没有总流程时间标准中查找无等待作业商店中的高质量计划。为了寻找更有前途的序列,生产者操作员被设计为破坏和构造(DC)程序和基于插入的本地搜索,Scrounger操作员通过差分演进方案实现,并且Ranger操作员通过杂交最佳插入物设计移动。基于Nawaz-enscore-Ham(Neh)启发式的有效初始化方案旨在构建质量和多样性的初始群体。开发了一种加速方法以加速插入邻域的评估。基于众所周知的基准实例的计算结果表明,所提出的算法显然优于混合差分演进算法和迭代贪婪算法。此外,所提出的算法与基于最佳作业插入的本地搜索方法相当,特别是对于大型实例。 (c)2019年Elsevier B.V.保留所有权利。

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