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Pricing and collecting decisions in a closed-loop supply chain with symmetric and asymmetric information

机译:具有对称和非对称信息的闭环供应链中的定价和收集决策

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The optimal decision problem of a closed-loop supply chain with symmetric and asymmetric information structures is considered using game theory in this paper. The paper aims to explore how the manufacturer and the retailer make their own decisions about wholesale price, retail price, and collection rate under symmetric and asymmetric information conditions. Four game models are established, which allow one to examine the strategies of each firm and explore the role of the manufacturer and the retailer in four different game scenarios under symmetric and asymmetric information structures. The optimal strategies in closed form are given under the decision scenarios with symmetric information; moreover, the first order conditions that the optimal retail price, optimal wholesale price, and optimal collection rate satisfy are given under the decision scenarios with asymmetric information. The results obtained under symmetric and asymmetric information conditions and some key model parameters used in this paper are analyzed using a numerical approach by which some managerial analysis are given.
机译:本文运用博弈论研究了具有对称和非对称信息结构的闭环供应链的最优决策问题。本文旨在探讨制造商和零售商在对称和非对称信息条件下如何做出有关批发价,零售价和回收率的决策。建立了四个博弈模型,它们使我们可以检查每个公司的策略,并探索制造商和零售商在对称和非对称信息结构下四种不同博弈场景中的作用。带有对称信息的决策场景给出了封闭形式的最优策略。此外,在信息不对称的决策场景下,给出了最优零售价,最优批发价和最优回收率满足的一阶条件。本文采用数值方法分析了在对称和非对称信息条件下获得的结果以及一些关键模型参数,并进行了一些管理分析。

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