4:00 PM-6:00 PM
Anthurium & Ginger (Salon 1 & 2)
Nonlinear oscillations arise in many areas of science and engineering. The study of the dynamics often uses a perturbation procedure as a result of external "errors" of modeling and internal changes of dynamical structures. This minisymposium will focus on recent development of perturbation methods in studying the dynamics and bifurcations of nonlinear oscillations. The speakers will cover a broad range of the topic, including theoretical studies of bifurcations of traveling waves in reaction-diffusion systems, a treatment of local linearization, to numerical studies of coupled chaotic oscillators, applications of perturbations in biological models.
Organizer: Weishi Liu