基于合作对策的供应链协作利益分配方法研究

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基于合作对策的供应链协作利益分配方法研究

叶飞

华南理工大学新型工业研究所，广东广州510641

出版日期:2004-12-15 发布日期:2004-12-25

Benefit allocation method for supply chain collaboration based on cooperation game

YE Fei

Inst. of New-style Industrialization, South China Univ. of Tech., Guangzhou510641, China

Online:2004-12-15 Published:2004-12-25

摘要/Abstract

摘要： 为了解决由一个分销商和两个供应商组建的供应链协作利益分配问题，提出采用合作对策理论中的Shapley法、核心法、MRCS法及Nash协商模型来协调合作各方的收益。由于不同协调方法得到的结果是不一样的，故提出了一种供应链系统协作综合利益分配方法，以解决多种协商结果不一致问题。该综合利益分配方法先利用TOPSIS思想求得各协调方法的相对权重，再对由各协调方法得到的结果进行加权平均，即可将多分配方法得到的结果折衷为相对合理的利益分配方案。

关键词: 纳什协商模型, 核心法, 沙普利值法, 最大最小费用法, 供应链协作

Abstract: Cooperative game theories such as Shapley, Core, Minimum Costs-Remaining Savings (MRCS) and Nash negotiation model were used to solve the benefit allocation problem of supply chain system consisting of one retailer and two suppliers. But different allocation methods got different results. An integration benefit allocation method was used to resolve this variance. It used Technique for Order Preference by Similarity to Ideal Solution (TOPSIS) to get the relative weight of each allocation methods, and then it compromised the different results into a relative reasonable benefit allocation scheme through weighted average method.

Key words: Nash negotiation model, Core, Shapely, minimum costs-remaining savings, supply chain collaboration

中图分类号:

F252.21

叶飞. 基于合作对策的供应链协作利益分配方法研究[J]. .

YE Fei. Benefit allocation method for supply chain collaboration based on cooperation game[J]. .

参考文献

[1]SHAO Xiaofeng, HUANG Peiqing, JI jianhua. Analysis of lot size model in a JIT supply chain based on co-operative game[J].Journal of Donghua University ,2001,27(2):7-11(in Chinese).[邵晓峰,黄培清，季建华.基于合作博弈的JIT批量模型[J].东华大学学报,2001，27（2）：7-11].

[2]MA Shihua,LIN Yong,CHEN Zhixiang. Supply chain management[M]. Beijing:China Machine Press,2000(in Chinese).[马士华，林勇，陈志祥.供应链管理[M].北京：机械工业出版社，2000.]

[3]GUO Min,WANG Hongwei. The coordinative and incentive mechanism in cooperative supply chain[J].System Engineering, 2002,20(4):49-53(in Chinese). [郭敏，王红卫.合作型供应链的协调和激励机制研究［J］ .系统工程,2002，20（4）：49-53.]

[4]JOHN R G. A model of incentive contracts for just-in-time delivery[J]. European Journal of Operational Research,1996,96（1）:139-147.

[5]HARESH G. A study of quantity discount pricing models with different ordering structures:order coordination,orderconsolisation, and multi-tier ordering hierarchy[J].International Journal Production Economics,2001,72（3）:203-225.

[6]SUN Dongchuan,YE Fei. The negation Model for virtual enterprise benefit allocation［J］.Science Research Management,2001,22(2): 91-95(in Chinese).[孙东川,叶飞.虚拟企业利益分配的谈判模型研究［J］.科研管理,2001，22（2）:91-95.]

[7]CHEN Wenying, HOU Dun.Optimal treatment cost allocation based on multiple-person cooperation game in total emission control[J].Acta Scinentiae Circumstantiae,1999,19(1):57-62(in Chinese).[陈文颖，侯盾.基于多人合作对策思想的总量控制优化治理投资费用分摊方法[J].环境科学学报,1999，19（1）：57-62.]

[8]HEANEY J P， DICKINSON R E. Methods for apportioning the cost of a water resource project[J]. Water Resource ,1982,18(3):476-482.