Shapley值和其他三人供应链博弈的分配方案

Xu Zhang, P. Zeephongsekul
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引用次数: 1

摘要

在过去的二十年里,用博弈论的方法对不同的供应链进行建模已经成为供应链管理研究的一个非常活跃的领域。目前使用的模型采用了非合作和合作两种方法。大多数研究也集中在供应链的上游成员,而忽略了下游消费者的贡献以及她对供应链其他成员决策的影响。在本文中,消费者是三人供应链博弈中的积极参与者,其购买决策会影响其他参与者所采取的策略。在非合作博弈和合作博弈的情况下,我们提出了几个涉及供应商、零售商和消费者的供应链模型。非合作博弈中的参与者将得到纳什均衡解,合作博弈中的参与者将得到Pareto和Shapley值。并给出了数值算例,说明了不同模型之间的比较。
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Shapley value and other allocation schemes for three-person supply chain games
A game theoretical approach to modelling different supply chains has become a very active area of research in supply chain management during the last two decades. The models that are currently used employed both a non-cooperative and a cooperative approach. Most studies also concentrate on upstream members of the supply chain and ignore the contribution of the consumer downstream and her influence on decisions made by the other members of the chain. In this paper, the consumer, whose purchasing decision would affect the strategies adopted by other players, is an active member of the three-person supply chain games. We present several supply chain models involving a supplier, a retailer and a consumer under both a non-cooperative and cooperative game scenario. Nash equilibrium solutions will be obtained for players in the non-cooperative game, and Pareto and Shapley values in the cooperative game. Numerical examples illustrating and comparing between the different models are also provided.
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