Chaos Control of an Dynamic Output Game Model
According to the assumption of limited rationality, the dynamic output game model between the two duopoly enterprises is established. There are four fixed points in this model. But three fixed points are unstable and the stability of the other fixed point is related to the marginal cost and output adjustment speed of the two duopoly enterprises. The analytic condition of local stability has been gained through the famous Jury condition. The numerical simulations show that the output adjustment speed has important effects on the local stability region. The bifurcation diagram of outputs versus output adjustment speed shows that the solutions of the model have chaotic behavior. To control chaos, the variable feedback controller is designed. The controller can not only suppress the chaotic state of the outputs, but also freely realize the switch of the outputs among 1-period, 2-period and 4-period through the adjustment of the feedback gain intensity.
Dynamic output game model Jury condition Chaos control
LU Ya-li XUE Hui-feng LI Zhan-guo
Business Administration Institute Xian University of Technology XUT Xian, China College of Auto-control Northwestern Polytechnical University, NPU Xian, China Department of Applied Mathematics Northwestern Polytechnical University & Henan Agricultural Univers
国际会议
上海
英文
2007-09-21（万方平台首次上网日期，不代表论文的发表时间）