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In this paper, an adaptive controller for the synchronization between the generalized Lorenz hyperchaos system and the hyperchaotic Ro??ssler system is designed. The parameters of both drive and response systems are totally unknown. By utilizing the Lyapunov method and the Barbalat's lemma, global complete synchronization of the two hyperchaotic systems are obtained. Numerical simulation is carried...
An adaptive control scheme using only part of the system states for the stabilization of one chaotic system and the synchronization of two chaotic systems is presented. The system parameters are allowed to have a large range of time varying uncertainties around their fixed unknown nominal values both in the stabilization and the synchronization control problems. Simulation results also illustrate...
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