| Description |
1 online resource |
| Series |
Mathematics research developments |
| Contents |
Synchronization of chaotic dynamic systems via nonlinear observers / Ricardo Aguilar-López, Ricardo Femat, Santo Banerjee, and Juan Luis Mata-Machuca -- On multi-domain spectral relaxation method for chaotic systems of ordinary differential equations / Sandile S. Motsa, Vusi M. Magagula, and Precious Sibanda -- Encrypted real-world image communication design using synchronized discrete-time hyper chaotic maps / Sonia Hammami |
| Summary |
This book provides three new research papers on the dynamics, algorithms and synchronization of chaotic systems. The first paper introduces some nonlinear techniques for the synchronization of a class of chaotic oscillator under the framework of observer design from control theory. Paper number two discusses in detail the application of a novel multi-domain spectral collocation approach for finding solutions of ordinary differential equations that exhibit general chaotic behavior. The third and final paper designs an adaptive state feedback controller guaranteeing the asymptotic stability followed by the synchronization of the nonlinear discrete-time error of two identical hyper-chaotic systems |
| Bibliography |
Includes bibliographical references and index |
| Notes |
Description based on print version record and CIP data provided by publisher |
| Subject |
Chaotic behavior in systems.
|
|
Chaotic behavior in systems -- Mathematical models
|
|
MATHEMATICS / Calculus
|
|
MATHEMATICS / Mathematical Analysis
|
|
Chaotic behavior in systems
|
|
Chaotic behavior in systems -- Mathematical models
|
| Form |
Electronic book
|
| Author |
Powell, Victor (Writer on mathematics), editor.
|
| LC no. |
2017016856 |
| ISBN |
9781536110852 |
|
153611085X |
|
