ADAPTIVE CONTROLLER DESIGN FOR SYNCHRINIZING CONTINUOUS-TIME CHAOTIC SYSTEMS

This paper designs an adaptive continuous controller for synchronizing continuous-time chaotic systems. Synchronization of the drive and response systems can be accomplished by using our proposed controller rigorously proved by means of Lyapunov theory and is global regardless of the drive system's state. The proposed controller can tolerate nontrivial parametric mismatches as well as additive noise. The numerical experimental results via Chua's circuit are used to verify the theoretical results.