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逆向物流供应链最佳供应商选择及订单量分配*
引用本文:高更君,黄宇,梁承姬.逆向物流供应链最佳供应商选择及订单量分配*[J].计算机应用研究,2017,34(4).
作者姓名:高更君  黄宇  梁承姬
作者单位:单上海海事大学 科学研究院物流研究中心,上海海事大学,上海海事大学
基金项目:国家自然科学(71471110):国家自然科学(71301101);上海市科委重点项目(12510501600);上海市科委工程中心能力提升项目(14DZ2280200);上海海事大学横向科研项目“上海小金属公司的供应链金融业务模式及风险控制研究”(20140057)
摘    要:为解决逆向物流供应链中,供应商选择、订单量分配和提货点位置等不确定问题,建立了一个新的模糊多目标数学模型来确定最佳供应商选择、供应量及提货点位置,为避免在解决多目标模型时人为主观赋权,运用基于模糊目标规划的蒙特卡罗仿真模型来求解帕累托(pareto)理想解,采用遗传算法进行求解,并给出了相应优化方案,在此基础上研究讨论了不同权重分配下结果的优劣性及供应商选择风险,最后,针对不同权重分配,比较了遗传算法和Gurobi求解,实验表明,对于该问题模型遗传算法在解的优劣性上优于Gurobi。

关 键 词:逆向物流供应链  模糊多目标  模糊目标规划  蒙特卡罗  自适应遗传算法  Gurobi
收稿时间:2016/2/29 0:00:00
修稿时间:2017/2/14 0:00:00

Best supplier selection and order quantity allocation in reverse logistics supply chain
Gao Gengjun,Huang Yu and Liang Chengji.Best supplier selection and order quantity allocation in reverse logistics supply chain[J].Application Research of Computers,2017,34(4).
Authors:Gao Gengjun  Huang Yu and Liang Chengji
Affiliation:Logistics Research Center,ShanghaiSMaritimeSUniversity,Logistics Research Center,ShanghaiSMaritimeSUniversity,Logistics Research Center,ShanghaiSMaritimeSUniversity
Abstract:in this research of reverse logistics supply chain , in order to solve the problem of uncertainty of supplier selection and order quantity allocation in reverse logistics supply chain, a new fuzzy multi-objective mathematical model was established to determine the supplier selection and the optimal supplier supply and delivery point location. In order to avoid the subjective weighting from decision makers when solving the multi-objective model, a Monte Carlo simulation integrated with fuzzy goal programming is developed to determine the entire set of pareto-optimal solutions of the proposed model . GA is used to solve this model and the paper get a scheduling optimization plan, analysis and study of the multi assigning weights in the objective function the pros and cons and supplier selection risk. Finally, the GA and Gurobi algorithm are compared for different weight distribution. The experimental results show that the GA is superior to Gurobi in solving the problem
Keywords:reverse logistics supply chain  fuzzy multi-objective  fuzzy goal programming  monte Carlo simulation  genetic algorithm  Gurobi
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