Author(s): Sundarapandian Vaidyanathan
Journal: International Journal of Computer Science and Engineering Survey
ISSN 0976-3252
Volume: 3;
Issue: 3;
Start page: 29;
Date: 2012;
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Keywords: Active Control | Synchronization | Hyperchaos | Hyperchaotic Xu System | Hyperchaotic Lü System.
ABSTRACT
This paper deploys active control for achieving complete synchronization of hyperchaotic Xu (2009) andhyperchaotic Lü (2006) systems. Specifically, this paper derives complete synchronization results foridentical hyperchaotic Xu systems, identical hyperchaotic Lü systems and non-identical hyperchaotic Xuand Lü systems. The complete synchronization results have been proved using Lyapunov stability theory.Numerical simulations have been shown to validate and demonstrate the effectiveness of the complete synchronization results derived in this paper.
Journal: International Journal of Computer Science and Engineering Survey
ISSN 0976-3252
Volume: 3;
Issue: 3;
Start page: 29;
Date: 2012;
VIEW PDF
DOWNLOAD PDF Original pageKeywords: Active Control | Synchronization | Hyperchaos | Hyperchaotic Xu System | Hyperchaotic Lü System.
ABSTRACT
This paper deploys active control for achieving complete synchronization of hyperchaotic Xu (2009) andhyperchaotic Lü (2006) systems. Specifically, this paper derives complete synchronization results foridentical hyperchaotic Xu systems, identical hyperchaotic Lü systems and non-identical hyperchaotic Xuand Lü systems. The complete synchronization results have been proved using Lyapunov stability theory.Numerical simulations have been shown to validate and demonstrate the effectiveness of the complete synchronization results derived in this paper.
