Dynamics of Smooth Surface Diffeomorphisms: Strong Positive Recurrence - ICTP 2021

Explore the intricacies of smooth surface diffeomorphisms and their dynamic properties in this advanced mathematics lecture. Delve into the concept of strong positive recurrence as presented by Sylvain Crovisier from the University of Paris-Saclay, France. Gain insights into this complex topic through a comprehensive 71-minute presentation, which was part of the ICTP Mathematics series in 2021. Enhance your understanding of dynamical systems and their behavior on smooth surfaces, suitable for graduate-level mathematics students and researchers in the field of differential geometry and dynamical systems.

Sylvain Crovisier - Dynamics of smooth surface diffeomorphisms: strong positive recurrence-ICTP 2021