农超对接下农业合作社联盟的排队网络型合作博弈研究

李泉林,黄亚静,鄂成国

系统科学与数学 ›› 2016, Vol. 36 ›› Issue (11) : 1972-1985.

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系统科学与数学 ›› 2016, Vol. 36 ›› Issue (11) : 1972-1985. DOI: 10.12341/jssms12965
论文

农超对接下农业合作社联盟的排队网络型合作博弈研究

    李泉林1,黄亚静2,鄂成国3
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RESEARCH ON COOPERATIVE GAMES OF QUEUEING NETWORKS FOR AGRICULTURAL COOPERATIVE ALLIANCES UNDER THE MODE OF CONNECTING AGRICULTURE WITH SUPERMARKETS

    Li Quanlin1 , Huang Yajing 2, E Chengguo3
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摘要

农超对接模式是当前我国农产品供应链系统的显著发展趋势,其中 ``农户+农业合作社+配送中心" 是农超对接的基本组成部分.文章研究了由农户、农业合作社和配送中心组成的三级农产品供应链系统,构建了农业合作社间的合作博弈模型.基于此,分别利用合作博弈中的 Shapley 值、加权 Shapley 值和 Owen 值设计了三种不同的利润分配机制,并构建了农业合作社的协调与激励机制设计.同时,文章也提供了一个数值算例来表明这些利润分配方案是简单而易操作的.

Abstract

The mode of connecting agriculture with supermarkets is a remarkably developing trend of the supply chain systems of the current agricultural products in China, and ``farmers+agricultural cooperative alliances+distribution centers" is a basic part in the connecting agriculture with supermarkets. In this paper, we set up a cooperative game model among the agricultural cooperative alliances through studying a three-level supply chain system which is organized by the farmers, the agricultural cooperative alliances, and distribution centers. Based on this, we apply the Shapley value, the weighted Shapley value, and the Owen value in the cooperative game to design three different profit allocation mechanisms, and construct the coordination and incentive mechanism design among these agricultural cooperative alliances. At the same time, we use some numerical examples to indicate that the profit allocation strategy is not only simple but also is operated easily in many practical environment.

关键词

农超对接 / 合作博弈 / Shapley值 / 加权Shapley值 / Owen值.

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李泉林 , 黄亚静 , 鄂成国. 农超对接下农业合作社联盟的排队网络型合作博弈研究. 系统科学与数学, 2016, 36(11): 1972-1985. https://doi.org/10.12341/jssms12965
Li Quanlin , Huang Yajing , E Chengguo. RESEARCH ON COOPERATIVE GAMES OF QUEUEING NETWORKS FOR AGRICULTURAL COOPERATIVE ALLIANCES UNDER THE MODE OF CONNECTING AGRICULTURE WITH SUPERMARKETS. Journal of Systems Science and Mathematical Sciences, 2016, 36(11): 1972-1985 https://doi.org/10.12341/jssms12965
中图分类号: 90B22    91A12   
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