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Impulsive Synchronization for a New Chaotic oscillator

Synchronization for a new proposed chaotic system based on impulsive control theory is presented. This new chaotic oscillator is a third order polynomial system (Jerk system), which was developed after the addition of a third state and innovation terms to the well known second order Van der Pol oscillator. The chaotic behavior of this new system is confirmed by using Lyapunov exponents, Poincare maps, Fourier spectrum analysis and numerical experiments. Impulsive synchronization is achieved using just one channel of communication.