Bargaining in supply chain with price and promotional effort dependent demand

Desheng Dash Wu
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引用次数: 67

Abstract

This paper investigates the bargaining equilibrium behavior of an industry with two competing supply chains. The demand in each supply chain is modeled using the downward-sloping linear function with respect to both price and promotional effort. The optimality is established through Nash bargaining when the two competing manufacturers distribute through two independent competing retailers. We show, when both price and promotional effort dependent demand is present, that both the traditional Manufacturer Stackelberg (MS) and the Vertical Integration (VI) are special cases of our Nash bargaining game. We conclude that both sales promotional service and price dominates bargaining on only one factor. We yield several conclusions about the provision of promotional service level by each supply chain to coordinate the channel.

价格和促销努力依赖于需求的供应链议价
本文研究了具有两条竞争供应链的行业的议价均衡行为。每个供应链中的需求都是用关于价格和促销努力的向下倾斜的线性函数来建模的。当两个相互竞争的制造商通过两个独立的竞争零售商进行分销时,通过纳什议价建立了最优性。我们发现,当价格和促销努力依赖的需求同时存在时,传统的制造商Stackelberg (MS)和垂直整合(VI)都是纳什议价博弈的特例。我们得出结论,促销服务和价格只在一个因素上主导议价。我们得出了关于各供应链提供促销服务水平以协调渠道的几个结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Mathematical and Computer Modelling
Mathematical and Computer Modelling 数学-计算机:跨学科应用
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9.5 months
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