Chaos Synchronization using active Control of the Novel 4 D Hyperchaotic System
The paper investigates the dynamical analysis of the novel 4 - D hyperchaotic system with four parameters
such as equilibrium points, Lyapunov exponents Also the Kaplan-Yorke dimension. Robust chaos synchronization with non
linear control using active controllers under the Routh-Hurwtiz criteria for the stability are designed and applied. The use
of the active controllers ensures less time of convergence and fast speed synchronization of the novel 4-D Hyperchaos
Index terms - Hyperchaos, PID control, Optimization, Genetic Algorithm, Chaos Synchronization.