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Coordination of fuzzy closed-loop supply chain with price dependent demand under symmetric and asymmetric information conditions

机译:对称和非对称信息条件下模糊闭环供应链与价格相关需求的协调

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This paper investigates the coordination issue of a two-echelon fuzzy closed-loop supply chain. Two coordinating models with symmetric and asymmetric information about retailer's collecting scale parameter are established by using game theory, and the corresponding analytical solutions are obtained. Theoretical analysis and numerical example show that the maximal expected profits of the fuzzy closed-loop supply chain in two coordination situations are equal to that in the centralized decision case and greater than that in the decentralized decision scenario. Furthermore, under asymmetric information contract, the maximal expected profit obtained by the low-collecting-scale-level retailer is higher than that under symmetric information contract.
机译:本文研究了两级模糊闭环供应链的协调问题。利用博弈论建立了两个具有对称和非对称信息的零售商收款规模参数协调模型,并获得了相应的解析解。理论分析和数值算例表明,在两种协调情况下,模糊闭环供应链的最大期望收益与集中决策情况下的期望收益相等,而在分散决策情况下的期望收益最大。此外,在非对称信息合同下,低收款规模零售商获得的最大预期利润要高于对称信息合同下的最大预期利润。

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