Collapsed Anosov Flows - Lectures 3 and 4

Explore the fascinating world of collapsed Anosov flows in this two-part lecture series from the Simons Semester on Dynamics. Delve into the intricacies of partially hyperbolic diffeomorphisms on hyperbolic 3-manifolds and their classification as collapsed Anosov flows. Discover the methods for obtaining accessibility in general and examine the construction of new examples using the Bonatti-Gogolev-Hammerlindl-Potrie method. Investigate self-orbit equivalences of Anosov flows and their implications for understanding dynamical systems. Gain insights into the latest developments in this field, including the construction of a novel collapsed Anosov flow isotopic to the identity. Enhance your understanding of these complex mathematical concepts through detailed explanations and proofs presented by experts Thomas Barthelmé and Sérgio Fenley from Queen's University and Florida State University, respectively.

Thomas Barthelmé / Sérgio Fenley (Queen’s University / Florida State University), lectures 3 and 4