Nonlinear Dynamical Systems with Self-Excited and Hidden Attractors

Presents recent research in nonlinear systems with self-excited and hidden attractors Explores the relationship between self-excited attractor and hidden attractor and also discusses their multi-disciplinary applications in which Computational Intelligence has excellent potential for use

Can be used as a part of the bibliography in courses related to Dynamical Systems and Applications, Control Systems, Nonlinear Circuits, or Oscillations in Mechanical Systems

Serves as unique reference of various nonlinear systems with the presence of self-excited and hidden attractor Introduces theoretical studies and experimental results as well as practical applications are introduced

Presents recent research on nonlinear systems with self-excited and hidden attractors Explores the relationship between self-excited and hidden attractors Discusses their multidisciplinary applications, a context in which computational intelligence holds excellent potential Suitable for courses related to dynamical systems and applications, control systems, nonlinear circuits, or oscillations in mechanical systems Highlights theoretical studies and experimental results, as well as practical applications

Inhalt
Bifurcation Analysis and Chaotic Behaviors of Fractional-Order Singular Biological Systems.- Synchronization Properties in Coupled Dry Friction Oscillators.- Analysis, Circuit Design and Synchronization of a New Hyperchaotic System with Three Quadratic Nonlinearities.- Synchronization Phenomena in Coupled Dynamical Systems with Hidden Attractors.- Hyperchaotic and Chaotic Systems with Non-hyperbolic Equilibria and Many Equilibria.