摘要
首先对一个产出博弈模型进行拓展,并导出一种量本利模型.然后利用商业和会计文献中的经济指标对该模型的混沌表现进行评价,把1维情形下的混沌表现评价推广到参与人之间存在博弈的2维情形,为下一步模型的混沌控制提供依据.并用数值方法求出了以不同的评价指标作为参与人收益时的Nash均衡点.并对各种经济指标下系统进入混沌态后的表现进行对比.
Firstly, a model on cost, sales volume and profits of manufacturers is obtained by modifying an output game model. Then, the system's performance is measured when observable chaos occurs in the model due to manufacturer's quickly adjusting to the uncertain world. The performance measures of chaos are developed from one dimension to two dimensions in game, which is the base of chaos control. Nash equilibrium in different indexes is derived. The system's performances in different measure indexes are compared when the model behaves chaotically.
出处
《系统工程理论与实践》
EI
CSCD
北大核心
2005年第6期94-99,113,共7页
Systems Engineering-Theory & Practice
基金
中国博士后基金(2003033498)
江苏省教育厅自然科学基金(03KJD110070)
关键词
量本利模型
混沌
NASH均衡
混沌表现评价
Model of cost, sales volume and profits
chaos
Nash equilibrium
performance measure of chaos
