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A hybrid many-objective evolutionary algorithm for flexible job-shop scheduling problem with transportation and setup times

机译:一种杂交多目标进化算法,具有运输和设置时间的灵活作业商店调度问题

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This paper addresses a many-objective flexible job-shop scheduling problem with transportation and setup times (MaOFJSP_T/S) where the objective is to minimize the makespan, total workload, workload of the critical machine, and penalties of earliness/tardiness. We first present a mathematical model as the representation of the problem, and then establish a network graph model to describe the structural characteristics of the problem and develop a new neighborhood structure. The neighborhood structure defines four move types for different objectives. Next, we propose a hybrid many-objective evolutionary algorithm (HMEA), which is designed to better balance exploitation and exploration. In this algorithm, the tabu search with the neighborhood structure is proposed to improve the local search ability. A reference-point based non-dominated sorting selection is presented to guide the algorithm to search towards the Pareto-optimal front and maintain diversity of solutions. Through three sets of experiments based on 28 benchmark instances, the partial and overall effects of this algorithm are evaluated. The experimental results demonstrate the effectiveness of the proposed HMEA in solving the MaOFJSPT/S.
机译:本文涉及具有运输和设置时间(MAOFJSP_T / s)的多目标灵活的作业商店调度问题,其中目的是最大限度地减少临界机器的MAPESPAN,总工作量,工作量,以及折衷/迟到的处罚。我们首先将数学模型作为问题的表示,然后建立网络图模型来描述问题的结构特征并开发新的邻域结构。邻域结构为不同目标定义四种移动类型。接下来,我们提出了一种混合多目标进化算法(HMEA),旨在更好地平衡剥削和探索。在该算法中,提出了具有邻域结构的禁忌搜索来提高本地搜索能力。提出了基于参考点的非主导排序选择,以指导算法搜索帕累托 - 最佳前正面并维持解决方案的多样性。通过基于28个基准实例的三组实验,评估该算法的部分和整体效果。实验结果表明,拟议的HMEA在解决Maofjspt / s中的有效性。

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