CAJ | 학술논문

针对供应链的特点,以博弈论为工具分析了供应链上节点企业成员的行为,由此建立供应链节点企业间的非零和动态合作博弈模型.接着介绍了博弈模型中求解的两种常用方法即Shapley值法和核心法,文中特别针对核心法的不足,提出了改进的核心法,同时对采用改进的核心法所求解结果作为收益分配方案的合理性和稳定性进行了论证,以此形成在供应链中建立联盟公积金制度的理论基础.最后举例进行了分析说明.
침대공응련적특점,이박혁론위공구분석료공응련상절점기업성원적행위,유차건립공응련절점기업간적비령화동태합작박혁모형.접착개소료박혁모형중구해적량충상용방법즉Shapley치법화핵심법,문중특별침대핵심법적불족,제출료개진적핵심법,동시대채용개진적핵심법소구해결과작위수익분배방안적합이성화은정성진행료론증,이차형성재공응련중건립련맹공적금제도적이론기출.최후거례진행료분석설명.
Based on some features of supply chain,game theory is utilized to analyze the behavior of nodal enterprises in supply chain,and the model of non-zero-sum cooperative and dynamic games is established. Then,the core method is improved by introducing a subsidy variable when the Shapley value method and the core method are discussed.Solution of model by applying the improved core method may be used as the criterion of payoff allocation for nodal enterprises.It is also proved that the improved core solution is r...