Recent Advances in Chaotic Systems and Synchronization From Theory to Real World Applications Emerging Methodologies and Applications in Modelling, Identification and Control Series
Coordonnateurs : Boubaker Olfa, Jafari Sajad
Recent Advances in Chaotic Systems and Synchronization: From Theory to Real World Applications is a major reference for scientists and engineers interested in applying new computational and mathematical tools for solving complex problems related to modeling, analyzing and synchronizing chaotic systems. Furthermore, it offers an array of new, real-world applications in the field. Written by eminent scientists in the field of control theory and nonlinear systems from 19 countries (Cameroon, China, Ethiopia, France, Greece, India, Italia, Iran, Japan, Mexico, and more), this book covers the latest advances in chaos theory, along with the efficiency of novel synchronization approaches.
Readers will find the fundamentals and algorithms related to the analysis and synchronization of chaotic systems, along with key applications, including electronic design, text and image encryption, and robot control and tracking.
Part I. New Chaotic Systems: Design and Analysis 1. Experimental observations and circuit realization of a jerk chaotic system with piecewise nonlinear function 2. Analytical, numerical and experimental analysis of a RC chaotic circuit with diodes in anti-parallel 3. Chaos in a system with parabolic equilibrium 4. A new four-dimensional chaotic system with no equilibrium point 5. A new five-dimensional multi-stable chaotic system with hidden attractors 6. Extreme Multistability in a Hyperjerk Memristive System with Hidden Attractors 7. Parameter estimation in a new chaotic system by the help of GMM based cost function
Part II. Real World Applications 8. Virtualization of Chua's circuit state space 9. Some new chaotic maps with engineering applications 10. Chaotic solutions in a forced two-dimensional Hindmarsh-Rose neuron 11. Period-Doubling bifurcation and Chaos in a new algebraic structure of predator-prey BB-model 12. Chaotic path planning for a two-link flexible manipulator using composite control techniques
Part III. New trends in Chaos Synchronization 13. Robust Synchronization of Master Slave Chaotic Systems: A Continuous Sliding-Mode Control Approach with Experimental Study 14. A four-dimensional chaotic system with one and without equilibrium points: dynamical analysis and its application to text encryption 15. FPGA implementation of chaotic oscillators, their synchronization and application to secure communications 16. On discrete-time hyperchaotic systems synchronization: Toward secure image transmission 17. Fractional-Order Hybrid Synchronization for Multiple Hyperchaotic Systems
Sajad Jafari was born in Kermanshah, Iran, in 1983. He received his BSc., M.S., and Ph.D. degrees in biomedical engineering in 2005, 2008, 2013 from biomedical engineering department, Amirkabir University of technology, Tehran, Iran. He is currently an Assistant Professor in there (since 2013). His research interests include artificial intelligence, optimization, pattern recognition and especially nonlinear and chaotic signals and systems. Dr Sajad Jafari is closely associated with several reputable international journals as a reviewer and he is the author/coauthor of more than
- Explores and evaluates the latest real-world applications of chaos across various engineering and biomedical engineering fields
- Investigates advances in chaos synchronization techniques, including the continuous sliding-mode control approach, hybrid synchronization between chaotic and hyperchaotic systems, and neural network synchronization
- Presents recent advances in chaotic systems through an overview of new systems and new proprieties
Date de parution : 11-2018
Ouvrage de 391 p.
15x22.8 cm
Thèmes de Recent Advances in Chaotic Systems and Synchronization :
Mots-clés :
3D print; Active-HDL; Allee effect; Anaglyph; Analog electronic circuits; Analogue circuit implementation; Antimonotonicity; Antisynchronization; Approximate model-based control; Attractor; Backstepping control; Benrejeb arrow form matrix; Bifurcation analysis; Bifurcation diagram; Bistability; Borne and Gentina stability criterion; Boundary surface; Bubble; Chaos; Chaos synchronization; Chaotic behaviors; Chaotic flows; Chaotic map; Chaotic system with self-excited and hidden attractors; Chaotic systems; Chaotic trajectory tracking; Chua diode; Chua oscillator; Chua's circuit; Circuit design; Circuit simulation; Complete synchronization; Composite control; Continuous sliding mode; Control; Controllable amplitude; Cost function; Decryption; Discrete time hyperchaotic systems; Dynamic surface control; Dynamical properties; Encryption; Equilibrium; Experimental chaos; Experimental results; Extreme multistability; Finite time synchronization; Forced system; FPGAPlease check whether the suggested running head “FPGA Implementation of Chaotic Oscillators is appropriate for this chapter.--> Fractional order system; Fractional-order synchronization; Gaussian distribution; multistability; Gaussian mixture model; Hidden attractor; Hidden attractors; Hindmarsh-Rose model; Hopf bifurcation; Hyperchaotic systems; Hyperjerk systems; Jerk system; KeywordChaotic system; Lyapunov exponents; Master-slave synchronization; Medical images; Memristive systems; Memristor; Neuronal network; No equilibrium; Nonlinear piecewise function; Numerical method; Parabola; Parallelization; Parameter estimation; PD bifurcation; Predator-prey model; RC circuit with diodes in antiparallel; Secure communications; Security; Simulink; Singular perturbation; Sliding mode state observation; Spatiotemporal pattern; State space; State variable; Stereoscopy; Synchronization; System identification; Text encryption; Two-link flexible manipulator; Virtual reality; White noise