Combination Difference Synchronization between Identical Generalised  Lotka-Volterra Chaotic Systems

This article examines adaptive fixed-time difference synchronization for variousclasses of chaotic dynamical systems. The adaptive fixed-time control technique has been used inthis article to investigate the difference synchronization for the Sprott chaotic system, both withand without delay. The fixed settling time (T) have been estimated successfully. It is also shownthat the trajectories of error states approach to the origin within a fixed time (T). The theoreticalanalysis is validated by simulating Sprott chaotic systems both with and without delay. On theother hand, various nonlinear chaotic systems are explored for difference synchronization indiscrete chaotic systems. Several chaotic maps, including Tinkerbell, Henon, and Hitzl-Zele,have been used to achieve synchronization in these discrete systems. The numerical results arepresented graphically, verifying the theoretical outcomes of difference synchronization forvarious classes of chaotic dynamical systems

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Combination Difference Synchronization between Identical Generalised Lotka-Volterra Chaotic Systems

Abstract: This manuscript investigates the combination difference synchronization between identical Generalised Lotka-Volterra Chaotic Systems. Numerical Simulations have been performed which are in complete agreement of theoretical results.

Cited by 2 publications

References 8 publications

Dislocated hybrid synchronization via. tracking control & parameter estimation methods with application

Dislocated hybrid synchronization via. tracking control & parameter estimation methods with application

Adaptive fixed-time difference synchronization for different classes of chaotic dynamical systems

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