摘要
首先讨论在考虑定价、生产能力和原料采购的VMI系统非合作博弈的基础上实现VMI系统Pareto最优的一般条件,其次给出了在Stackelberg博弈下的可行Pareto最优集问题,然后提出了实现生产商和定货商Pareto最优的Nash讨价还价模型,最后给出了算例加以说明合作给企业带来了较大的利润增加.
This paper firstly talk about the general condition for Pareto optimality in the VMI system where non-cooperation game occurs considering pricing, production capacity and raw material procurement. Secondly the feasible set for Pareto optimality based on the Stackelberg equilibrium is developed. Thirdly we proposed a Nash bargaining model that can realize the Pareto optimality for the manufacturer and all retailers. Lastly a numerical example is given to illustrate the theory that the cooperation makes the enterprises' net profit increased significantly.
出处
《系统工程理论与实践》
EI
CSCD
北大核心
2005年第4期1-7,共7页
Systems Engineering-Theory & Practice
基金
国家自然科学资金(70371023)
2003年中国科学院研究生科学与社会实践资助专项(创新研究类)资助