基于改进Shapley值的植物新品种资本化利益分配方式研究
|
摘要
运用改进Shapley值法,基于成本投入、风险和合作讨价还价能力三种影响因素,协调植物新品种资本化各主体之间的合作和利益分配关系。结果表明,改进后的Shapley值法能够实现资本化运营各方互利共赢,有利于推动植物新品种资本化进行,实现植物新品种价值最大化。
In this paper,the improved Shapley method is used to coordinate the cooperation and benefit distribution among various capitalization bodies of the new varieties of plants,based on three influencing factors of the cost input,risks and the bargaining power of cooperation. The result shows that the improved Shapley value method can realize the mutual benefits of every capital operation parties,promote the capitalization of new plant varieties,and achieve the maximization of new plant varieties' value.
In this paper,the improved Shapley method is used to coordinate the cooperation and benefit distribution among various capitalization bodies of the new varieties of plants,based on three influencing factors of the cost input,risks and the bargaining power of cooperation. The result shows that the improved Shapley value method can realize the mutual benefits of every capital operation parties,promote the capitalization of new plant varieties,and achieve the maximization of new plant varieties' value.
引文
[1]SHAPLEY L S. A value for N-person games[M]//CLARE G,KUHN H W,A. TUCKER W. Contributions to the theory of games:II.New Jersey:Princeton University Press,1953.
[2]ZIYA E K,BARTHOLDI J J III. Centralizing inventory in supply chains by using Shapley value to allocate the profits[J]. Manufacturing&Service Operations Management,2011,13(2):146-162.
[3]KAMIYAMA N,KAWAHARA R,HASEGAWA H. Optimum profit allocation in coalitional Vo D service[J]. Computer Networks,2013,57(15):3081-3097.
[4]DABBAGH S R,SHEIKH-EL-ESLAMI M K. Risk-based profit allocation to DERs integrated with a virtual power plant using cooperative Game theory[J]. Electric Power Systems Research,2015,121(2):368-378.
[5]罗利,鲁若愚. Shapley值在产学研合作利益分配博弈分析中的应用[J].软科学,2001,15(2):17-19.
[6]戴建华,薛恒新.基于Shapley值法的动态联盟伙伴企业利益分配策略[J].中国管理科学,2004,12(4):33-36.
[7]张润红,罗荣桂.基于Shapley值法的共同配送利益分配研究[J].武汉理工大学学报,2008,30(1):150-153.
[8]高洁,周衍平. Shapley值在植物品种权价值链利益分配中的应用[J].运筹与管理,2012,21(2):168-172.
[9]张慧,高竹莲.基于改进的Shapley值法煤炭供应链利益分配研究[J].现代电子技术,2014,418(11):148-150.
[10]张瑜,菅利荣,刘思峰,等.基于优化Shapley值的产学研网络型合作利益协调机制研究:以产业技术创新战略联盟为例[J].中国管理科学,2016,24(9):36-44.
[11]王志刚,李腾飞,黄圣男,等.基于Shapley值法的农超对接收益分配分析:以北京市绿富隆蔬菜产销合作社为例[J].中国农村经济,2013(5):88-96.
[12]李军,朱先奇,姚西龙,等.供应链企业协同创新利益分配策略:基于夏普利值法改进模型[J].技术经济,2016,35(9):122-126.
[13]吕萍,张云,慕芬芳.总承包商和分包商供应链利益分配研究:基于改进的Shapley值法[J].运筹与管理,2012,21(6):211-216.
[14]周业付.基于改进Shapley值模型的农产品供应链利益分配机制[J].统计与决策,2017(23):52-54.
[15]胡鸣明,米尧,向鹏程.基于修正Shapley值法的生态工业园供应链企业利益分配研究[J].工业技术经济,2018,37(3):147-152.
[2]ZIYA E K,BARTHOLDI J J III. Centralizing inventory in supply chains by using Shapley value to allocate the profits[J]. Manufacturing&Service Operations Management,2011,13(2):146-162.
[3]KAMIYAMA N,KAWAHARA R,HASEGAWA H. Optimum profit allocation in coalitional Vo D service[J]. Computer Networks,2013,57(15):3081-3097.
[4]DABBAGH S R,SHEIKH-EL-ESLAMI M K. Risk-based profit allocation to DERs integrated with a virtual power plant using cooperative Game theory[J]. Electric Power Systems Research,2015,121(2):368-378.
[5]罗利,鲁若愚. Shapley值在产学研合作利益分配博弈分析中的应用[J].软科学,2001,15(2):17-19.
[6]戴建华,薛恒新.基于Shapley值法的动态联盟伙伴企业利益分配策略[J].中国管理科学,2004,12(4):33-36.
[7]张润红,罗荣桂.基于Shapley值法的共同配送利益分配研究[J].武汉理工大学学报,2008,30(1):150-153.
[8]高洁,周衍平. Shapley值在植物品种权价值链利益分配中的应用[J].运筹与管理,2012,21(2):168-172.
[9]张慧,高竹莲.基于改进的Shapley值法煤炭供应链利益分配研究[J].现代电子技术,2014,418(11):148-150.
[10]张瑜,菅利荣,刘思峰,等.基于优化Shapley值的产学研网络型合作利益协调机制研究:以产业技术创新战略联盟为例[J].中国管理科学,2016,24(9):36-44.
[11]王志刚,李腾飞,黄圣男,等.基于Shapley值法的农超对接收益分配分析:以北京市绿富隆蔬菜产销合作社为例[J].中国农村经济,2013(5):88-96.
[12]李军,朱先奇,姚西龙,等.供应链企业协同创新利益分配策略:基于夏普利值法改进模型[J].技术经济,2016,35(9):122-126.
[13]吕萍,张云,慕芬芳.总承包商和分包商供应链利益分配研究:基于改进的Shapley值法[J].运筹与管理,2012,21(6):211-216.
[14]周业付.基于改进Shapley值模型的农产品供应链利益分配机制[J].统计与决策,2017(23):52-54.
[15]胡鸣明,米尧,向鹏程.基于修正Shapley值法的生态工业园供应链企业利益分配研究[J].工业技术经济,2018,37(3):147-152.