Minisymposium (ID: ST-AADS)

Applied Analysis And Dynamical Systems

Xingfu Zou (UWO), Dmitry Pelinovsky (McMaster), David Iron (Dalhousie)

The study of dynamical systems has profoundly impacted all areas of science. In biology, dynamical systems has been used to contain outbreaks of diseases, explain the emergence of a mutation and demonstrate the spontaneous emergence of order. In physics, applications range from cosmological models down to realm of quantum systems, Bose-Einstein condensation, and nonlinear optics. Applications of dynamical systems can be found in sociology and economics. The concepts of chaos, hysteresis and the spontaneous formation of coherent structures have changed the way we look at nature.

This theme is devoted to recent advances in analytical studies of dynamical systems arising in the wide spectrum of applications. The top researchers working in applied dynamical systems will discuss their recent work in diverse areas of dynamical systems and applied analysis.