Chaotic, Fractional, and Complex Dynamics: New Insights and Perspect ives /
edited by Mark Edelman, Elbert E. N. Macau, Miguel A. F. Sanj uan.
- 1st ed. 2018.
- 1 online resource (IX, 315 pages 118 illustrations, 76 illustrations in color.)
- Understanding Complex Systems, 1860-0832 .
- Understanding Complex Systems, .
preliminary: 1. Lev Ostrovsky: Dynamics of particles and bubbles und er the action of acoustic radiation force -- 2. Tomasz Kapitaniak:Synch ronous states in the network of Kuramoto systems with excitation -- 3. Jose Antonio Tenreiro Machado -- 4. Mark Eldelman: Universality in syst ems with power-law memory and fractional dynamics -- 5. Miguel A. F. Sa njuan: Basin Entropy and the uncertainty in the chaotic scattering of c old atoms -- 6. Albert Luo -- 7. Christian Bick -- 8. Jason Gallas -- 9 . Jose Mario Martinez -- 10. Lea Santos: Nonequilibrium dynamics of iso lated many-body quantum systems -- 11. Luis FC Alberto -- 12. Marcelo G . Ramirez Avila: Fireflies: a paradigm in synchronization -- 13. Mike F ield: Heteroclinic networks and patterns of synchronization in identica l coupled cell systems -- 14. Luis Antonio Aguirre -- 15. Josâ MÅrio Vicensi Grzybowski.
The book presents nonlinear, chaotic and fractional dynamics, comple x systems and networks, together with cutting-edge research on related topics. The fifteen chapters - written by leading scientists working in the areas of nonlinear, chaotic and fractional dynamics, as well as co mplex systems and networks - offer an extensive overview of cutting-edg e research on a range of topics, including fundamental and applied rese arch. These include but are not limited to aspects of synchronization i n complex dynamical systems, universality features in systems with spec ific fractional dynamics, and chaotic scattering. As such, the book pro vides an excellent and timely snapshot of the current state of research , blending the insights and experiences of many prominent researchers.
9783319681092
10.1007/978-3-319-68109-2 doi
2019-750869
Computational complexity.-------- Dynamical systems.-------- Dynamics.-------- Statistical physics.-------- Vibration.-------- Applications of Nonlinear Dynamics and Chaos Theory. -------- Complexity. -------- Statistical Physics and Dynamical Systems. -------- Vibration, Dynamical Systems, Control. --------