摘要
针对一段时间内具有再制造的闭环供应链网络的博弈均衡状态问题,首先利用博弈理论,构建了具有多制造商(再制造商)及多零售商(回收商)的再制造闭环供应链网络动态模型,制造商(再制造商)及零售商(回收商)之间从事微分Nash博弈.然后,利用微分变分不等式的方法得到了制造商(再制造商),零售商(回收商)及整个闭环供应链网络的均衡条件.进而,在正则条件下分析了闭环供应链网络动态模型解的存在性条件.仿真算例验证了模型的合理性和有效性.
According to the equilibrium problem among a dynamic closed-loop supply chain network with product remanufacturing,this paper establishes a dynamic closed-loop supply chain network using the game theory,in which the network is consisted of multi-manufacturers(remanufacturers) and multiretailers(recyclers).In the model,the manufacturers(remanufacturers) and retailers(recyclers) engage in differential Nash games.Then the equilibrium conditions of manufacturers(remanufacturers) and retailers(recyclers) as well as the closed-loop supply chain network are formulated as differential variational inequalities.Furthermore,the existence of solution to the dynamic closed-loop supply chain network is analyzed under the regular conditions.Finally,the rationality of the model is illustrated by a numerical example.
出处
《系统工程理论与实践》
EI
CSSCI
CSCD
北大核心
2015年第5期1155-1164,共10页
Systems Engineering-Theory & Practice
基金
国家自然科学基金(71171069)
国家自然科学基金青年项目(71301036)
黑龙江省自然科学基金(G201222)
关键词
闭环供应链网络
微分Nash博弈
微分变分不等式
再制造
closed-loop supply chain network
differential Nash game
differential variational inequality
remanufacturing