3:30 PM-5:30 PM
Anthurium & Ginger (Salon 1 & 2)
Chaotic itinerancy (CI) is considered as a novel universal class of dynamics with large degrees of freedom. In CI, an orbit successively itinerates over (quasi-)attractors which have effectively small degrees of freedom. CI has been discovered independently in globally coupled maps (abbrev. GCM), model neural dynamics, optical turbulence. The speakers in this session will discuss mathematical aspects of CI, especially in GCM, and motivate future research toward better understanding of dynamical systems with large degrees of freedom.
Organizer: Hiroshi Kokubu