Observable Events and Typical Trajectories in Dynamical Systems - Lai-Sang Young

Explore the intricacies of dynamical systems in this 56-minute analysis seminar presented by Distinguished Visiting Professor Lai-Sang Young from New York University. Delve into the concepts of "observable events" and "typical trajectories" in both finite and infinite dimensional dynamical systems. Begin with an introduction to the setting and SRB measures before progressing to attractors and random dynamical systems. Examine invariant measures and infinite dimensional center manifolds, followed by a discussion of key theorems and their interpretations. Conclude with a general overview, gaining valuable insights into this complex mathematical field.

Introduction
Setting
SRB measures
Attractors
Random dynamical systems
Invariant measures
Infinite dimensional center manifold
Theorem
Interpretation
General