A switching synchronization scheme for a class of chaotic systems

Abstract

In this Letter, we propose an observer-based synchronization scheme for a class of chaotic systems. This class of systems are given by piecewise-linear dynamics. By using some properties of such systems, we give a procedure to construct the gain of the observer. We prove various stability results and comment on the robustness of the proposed scheme. We also present some simulation results.

Synchronization of delayed chaotic systems with parameter mismatches by using intermittent linear state feedback

“…fuzzy control [13], feedback control [9][10][11], switch control [5], intermittent control [3,4,6,7] and impulsive control [16,17].…”

Stabilization and synchronization of chaotic systems via intermittent control

“…Some important control methods including continuous control and discontinuous control have been developed for stabilizing and synchronizing chaotic systems, such as state feedback control [7,8], adaptive control [9,10], switching control [11,12], impulsive control [13][14][15][16], and intermittent control [17][18][19][20][21], etc.…”