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Joint Mail-In Rebate Decisions in Supply Chains Under Demand Uncertainty

机译:需求不确定性下供应链中的联合邮寄退税决策

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We study the joint decisions of offering mail-in rebates (MIRs) in a single-manufacturer-single-retailer supply chain using a game theoretic framework. Either party can offer an MIR to the end consumer if it is in his best interest. The consumer demand is stochastic and depends on the product price and the amount of MIRs. When the retail price is exogenous, we show the existence of a unique Nash equilibrium under both additive and multiplicative demand functions and characterize it completely. We show that any of the following four scenarios can be the equilibrium: both parties offer MIR, only one party offers MIR, none offers MIR. When the retail price is a decision variable for the retailer and the rebate redemption rate increases with the amount of MIR, we once again prove the existence of a unique Nash equilibrium where both the retailer and the manufacturer offer MIRs. Using a numerical study, we show that the average post-purchase price of the product is higher not only than the perceived pre-purchase price but also than the newsvendor optimal price without an MIR. This implies that an MIR makes a product look cheaper while the consumers actually pay more on average.
机译:我们使用博弈论框架研究在单个制造商-单零售商的供应链中提供邮寄返利(MIR)的联合决策。任何一方都可以将MIR提供给最终用户,只要这符合他的最大利益。消费者需求是随机的,并且取决于产品价格和MIR的数量。当零售价格是外生的时,我们表明在加性和乘性需求函数下都存在唯一的纳什均衡,并对其进行完全表征。我们证明以下四种情况中的任何一种都是均衡的:双方提供MIR,只有一方提供MIR,没有一方提供MIR。当零售价格是零售商的决策变量,而回扣率随MIR的增加而增加时,我们再次证明存在唯一的纳什均衡,零售商和制造商都提供MIR。通过数值研究,我们显示产品的平均购买后价格不仅高于感知到的购买前价格,而且高于没有MIR的新闻供应商的最优价格。这意味着MIR使产品看起来更便宜,而消费者实际上平均要支付更高的价格。

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