Tracking control of generalized synchronization of different chaotic system

For the continuous chaotic system, using Lyapunov method, when the controlled system satisfies Lipschitz conditions, the generalized synchronization of chaotic systems with different structures control strategy is proposed based on tracking control method, you can make two different structure of the output of chaotic system state in order to exponentially fast convergence to any given reference signal. The designed controller structures of the different chaotic systems have a unified form, and the structure is simple and easy to implement. Generalized synchronization between arbitrary chaotic systems is achieved by the designed controller. Further numerical simulation shows the effectiveness of the method.