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Cooperative hybrid evolutionary algorithm for large scale multi-stage multi-product batch plants scheduling problem

机译:大规模多级多产品批量厂调度问题的协同混合进化算法

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摘要

As an important part of batch chemical industry scheduling problems, the multi-stage multi-product batch plant scheduling problem (MMSP) has been widely studied for decades. This problem is character-ized by multiple stages with non-identical parallel units and operate based on customer orders. In this paper, we focus on the large scale MMSP and treat the minimization of make-span as the objective function. An efficient cooperative hybrid evolutionary algorithm is proposed based on the framework of cooperative co-evolution. First, a novel two-line encoding scheme is developed to represent the unit assignment and sequencing for orders respectively. Second, modified estimation of distribution algorithm (EDA) and differential evolutionary (DE) operations are proposed according to the feature of MMSP. EDA operation with a novel population-based incremental learning strategy is applied to handle the unit assignment variables. And novel DE operation based on a novel encoding method is adopted to deal with sequence variables. Then, two selection strategies are applied to preserve optimal and sub-optimal solutions for the proposed algorithm. The critical path based local search algorithm is adopted to further improve the efficiency of local optimization. The proposed algorithm has been tested by several instances with different sizes and characteristics. The numerical results and comparisons show that the proposed work is very competitive in solving large scale MMSP. (c) 2020 Elsevier B.V. All rights reserved.
机译:作为批量化学工业调度问题的重要组成部分,多级多产品批量植物调度问题(MMSP)已广泛研究几十年。此问题是由多个阶段具有非相同并行单元的特征,并根据客户订单操作。在本文中,我们专注于大规模的MMSP,并将制作跨度的最小化作为目标函数。基于合作协作框架提出了一种有效的协作混合进化算法。首先,开发了一种新型双线编码方案以分别表示单位分配和排序。其次,根据MMSP的特征提出了分布算法(EDA)和差分进化(DE)操作的修改估计。使用新颖的基于人群的增量学习策略的EDA操作来处理单位分配变量。采用基于新型编码方法的新型DE操作来处理序列变量。然后,应用两种选择策略来保留所提出的算法的最佳和次优的解决方案。采用关键基于路径的本地搜索算法来进一步提高局部优化的效率。所提出的算法已经通过多种不同尺寸和特性的几个实例进行了测试。数值结果和比较表明,拟议的工作在解决大规模MMSP方面是非常竞争力的。 (c)2020 Elsevier B.v.保留所有权利。

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