In this study, active and passive control techniques are applied for the synchronization of two identical Vilnius chaotic oscillators. The differential equations of Vilnius oscillator are described according to its circuit model. Based on Lyapunov function, the active and passive controllers are used to realize the synchronization of Vilnius chaotic systems. Numerical simulations are presented to verify and compare the effectiveness of proposed control techniques
The synchronization investigation of chaotic oscillations by external periodical and chaotic actions...
The active control of the unstable synchronization manifold in a shift-invariant ring of N mutu-ally...
Active control strategy is a powerful control technique in synchronizing chaotic/hyperchaotic system...
In this paper, a generalized synchronization scheme, which is called function synchronization, for c...
The problem of chaos synchronization is to design a coupling between two chaotic systems (master-sla...
Chaos synchronization is a procedure where one chaotic oscillator is forced to adjust the properties...
In chaos synchronization, a feedback controller is designed in a way that one of the chaotic oscilla...
<p>Controlling chaos is stabilizing one of the unstable periodic orbits either to its equilibrium po...
In this paper, we discuss anti-synchronization between two identical new chaotic systems and anti-sy...
This paper investigates the anti-synchronization of chaos between two new different chaotic systems ...
This paper discusses the design of active controllers for generalized projective synchronization (GP...
This paper presents anti-synchronization of chaos between two different chaotic systems using active...
The synchronization problem of chaotic systems using active modified projective non- linear control ...
AbstractThis paper studies the synchronization of chaotic systems by the intermittent feedback metho...
This paper studies chaos synchronization of a new chaotic system via nonlinear control. Based on Lya...
The synchronization investigation of chaotic oscillations by external periodical and chaotic actions...
The active control of the unstable synchronization manifold in a shift-invariant ring of N mutu-ally...
Active control strategy is a powerful control technique in synchronizing chaotic/hyperchaotic system...
In this paper, a generalized synchronization scheme, which is called function synchronization, for c...
The problem of chaos synchronization is to design a coupling between two chaotic systems (master-sla...
Chaos synchronization is a procedure where one chaotic oscillator is forced to adjust the properties...
In chaos synchronization, a feedback controller is designed in a way that one of the chaotic oscilla...
<p>Controlling chaos is stabilizing one of the unstable periodic orbits either to its equilibrium po...
In this paper, we discuss anti-synchronization between two identical new chaotic systems and anti-sy...
This paper investigates the anti-synchronization of chaos between two new different chaotic systems ...
This paper discusses the design of active controllers for generalized projective synchronization (GP...
This paper presents anti-synchronization of chaos between two different chaotic systems using active...
The synchronization problem of chaotic systems using active modified projective non- linear control ...
AbstractThis paper studies the synchronization of chaotic systems by the intermittent feedback metho...
This paper studies chaos synchronization of a new chaotic system via nonlinear control. Based on Lya...
The synchronization investigation of chaotic oscillations by external periodical and chaotic actions...
The active control of the unstable synchronization manifold in a shift-invariant ring of N mutu-ally...
Active control strategy is a powerful control technique in synchronizing chaotic/hyperchaotic system...