1st Edition
Recent Improvements in the Theory of Chaotic Attractors
Introduction: Recent Improvements in the Theory of Chaotic Attractors
René Lozi, Lyudmila Efremova and Michal Pluhacek
1. On the quasi-hyperbolic regime in a certain family of 2-D piecewise linear maps
Asma Ladjeroud and Elhadj Zeraoulia
2. Right fractional calculus to inverse-time chaotic maps and asymptotic stability analysis
Guo-Cheng Wu, Jia-Li Wei and Maokang Luo
3. Search for invariant sets of the generalized tent map
Kimberly Ayers, Dmitriy Dmitrishin, Ami Radunskaya, Alexander Stokolos and Kostyantyn Stokolos
4. On Shilnikov attractors of three-dimensional flows and maps
Yu. V. Bakhanova, S. V. Gonchenko, A. S. Gonchenko, A. O. Kazakov and E. A. Samylina
5. Chaotic attractors of discrete dynamical systems used in the core of evolutionary algorithms: state of art and perspectives
Ivan Zelinka and Roman Senkerik
6. Chaos in popular metaheuristic optimizers – a bibliographic analysis
Michal Pluhacek, Anezka Kazikova, Adam Viktorin, Tomas Kadavy and Roman Senkerik
7. Ramified continua as global attractors of C1-smooth self-maps of a cylinder close to skew products
L. S. Efremova
8. Dynamics of three-dimensional A-diffeomorphisms with two-dimensional attractors and repellers
Marina Barinova, Vyacheslav Grines and Olga Pochinka
9. Chaotic behaviour of countable products of homeomorphism groups
N. I. Zhukova and A. G. Korotkov
10. Remarks on minimal sets on dendrites and finite graphs
E. N. Makhrova
11. Recurrence and nonwandering sets of local dendrite maps
Hafedh Abdelli, Habib Marzougui and Amira Mchaalia
12. Diffeomorphisms with infinitely many Smale horseshoes
Xu Zhang and Guanrong Chen
Biography
René Lozi is Emeritus Professor at University Cote d’Azur, France and Vice-President of the International Society of Difference Equations. His research areas include complexity and emergence theory, dynamical systems, bifurcations, control of chaos, cryptography based on chaos, and memristors
Lyudmila Efremova is Professor at Nizhny Novgorod State University and Moscow Institute of Physics and Technology, Russia. Her scientific interests include regular and chaotic properties of low-dimensional discrete dynamical systems.
Michal Pluháček is Associate Professor at Tomas Bata University in Zlin. His research focus includes theory and applications of evolutionary computation, swarm intelligence, swarm robotics, and artificial intelligence in general.
