摘要
研究了一类分数阶企业家激励和经济增长的混沌同步问题,基于Lyapunov稳定性理论和分数阶微积分的相关理论,将该系统建模为Lorenz系统,得到了系统实现同步的充分性条件,仿真算例表明了方法的有效性.
The paper studied the chaos synchronization problem for fractional-order entrepreneur＇s encouragementand economic growth. A controller was proposed based on Lyapunov stability theory and financial order systemstheory. The systems is molded as Lorenz systems. We got the sufficient conditions for systems projective synchronization.Numerical simulation example of chaotic system verified the effectiveness of the proposed method.
出处
《河南科学》
2015年第11期2050-2052,共3页
Henan Science
基金
国家软科学计划项目(2010GXS5D234)
河南省软科学重点项目(152400410178)
河南省软科学研究计划项目(122400420053)
关键词
混沌同步
分数阶系统
能量资源供需系统
chaos synchronization
fractional order systems
entrepreneur＇s encouragement and economic growth
