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Hybrid Genetic Algorithm and Invasive Weed Optimization via Priority Based Encoding for Location-Allocation Decisions in a Three-Stage Supply Chain

机译:混合遗传算法和基于优先级编码的入侵杂草优化用于三阶段供应链中的位置分配决策

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摘要

In this paper, location-allocation problem of a three-stage supply chain network, including suppliers, plants, distribution centers (DCs) and customers is investigated. With respect to the total cost, the aim is determining opened plants and DCs and designing transportation trees between the facilities. Considering the capacity of suppliers, plants and DCs are limited and there is a limitation on the maximum number of opened plants and DCs, a mixed-integer linear programming (MILP) model of the problem is presented. Since multi-stage supply chain networks have been recognized as NP-hard problems, applying priority-based encoding and a four-step backward decoding procedure, a meta-heuristic algorithm, namely GAIWO, based on the best features of genetic algorithm (GA) and invasive weed optimization (IWO) is designed to solve the problem. In small size problems, the efficiency of the GAIWO is checked by solutions of GAMS software. For larger size problems, the performance of the proposed approach is compared with four evolutionary algorithms in both aspects of the structure of the GAIWO and the efficiency of the proposed encoding-decoding procedure. Besides usual evaluation criteria, Wilcoxon test and a chess rating system are used for evaluating and ranking the algorithms. The results show higher efficiency of the proposed approach.
机译:本文研究了包括供应商,工厂,分销中心(DC)和客户在内的三级供应链网络的位置分配问题。关于总成本,目标是确定开放的工厂和配送中心,并设计设施之间的运输树。考虑到供应商,工厂和配送中心的能力受到限制,并且开放工厂和配送中心的最大数量受到限制,提出了一个问题的混合整数线性规划(MILP)模型。由于多级供应链网络已被认为是NP难题,因此应用基于优先级的编码和四步向后解码过程,因此基于遗传算法(GA)的最佳功能的元启发式算法GAIWO入侵杂草优化(IWO)旨在解决该问题。在小尺寸问题中,GAIWO的效率由GAMS软件的解决方案检查。对于较大的问题,在GAIWO的结构和所提出的编解码过程的效率方面,将所提出的方法的性能与四种进化算法进行了比较。除了通常的评估标准外,还使用Wilcoxon检验和象棋评级系统对算法进行评估和排名。结果表明,该方法具有较高的效率。

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