Stability and Synchronization of Financial System with Saturated Impulsive Control
Under the constraint of actuator saturation,this paper considers the sta-bility and synchronization of a class of financial systems under impulsive control.First,by introducing a dead zone nonlinear function to represent the saturation non-linearity of the system at the impulsive time,the local exponential stability condition of the financial chaotic system under the saturated impulsive control is obtained.Sec-ondly,by establishing a saturated impulsive controller,a sufficient condition for the chaotic synchronization of the driving response financial system is obtained.Finally,a numerical example is exploited to verify the efficiency of the obtained theoretical results.
Financial systemsaturated impulsive controlstabilitysynchroniza-tioninitial admissible set
NETL
NSTL
万方数据
