Constructing Periodic Boundary Points Through Pesin's Theory

Explore the intricacies of constructing periodic boundary points through Pesin's theory in this 52-minute lecture presented by Anna Jove from the Universitat de Barcelona at the Banach Center. Delve into the mathematical concepts and techniques used to analyze dynamical systems, focusing on the application of Pesin's theory to identify and construct periodic points on the boundary of certain sets. Gain insights into the intersection of ergodic theory, smooth dynamics, and hyperbolic systems as Jove demonstrates how these tools can be utilized to study the long-term behavior of complex dynamical systems.

Constructing periodic boundary points through Pesin's theory