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In this paper, we investigate chaos synchronization of two uncertain chaotic nonlinear gyros using the adaptive backstepping design. Based on the Lyapunov theory, we design an adaptive controller without three order terms to synchronize the master-slave systems asymptotically. The designed control laws ensure stable controlled and synchronized states for two uncertain chaotic gyros in the presence...
In this paper, a new approach for synchronization of complex dynamical networks is proposed based on state observer design. Unlike the common diagonally coupling networks, where full state coupling is typically needed between two nodes, here it is suggested that only a scalar coupling signal is required to achieve network synchronization. Some conditions for synchronization, in the form of an inequality,...
Based on the Lyapunov stability theory in control theory, a new sufficient condition is proposed in this paper for chaos synchronization by the linear-state-feedback approach for a class of chaotic systems. By using Schur theorem and some matrix technique, this criterion is then transformed into the linear matrix inequality (LMI) form, which can be easily verified and resolved using the MATLAB LMI...
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