How many Anosov flows can you put on a (closed, hyperbolic) 3 manifold?

Abstract: This question is one part of the puzzle connecting the topology and geometry of a manifold to the possible dynamical systems that it supports, in this case the classification problem of Anosov flows.  I will motivate this question and describe some work with Jonathan Bowden constructing flows on hyperbolic 3-manifolds, as well as some recent joint work on the classification problem joint with Thomas Barthelme and Steven Frankel.

differential geometry

Audience: researchers in the topic

Pangolin seminar

Series comments: TIME HAS CHANGED: 15:30 Paris 10:30AM Rio de Janeiro

Description: Differential geometry seminar

Zoom link posted on the webpage 15 minutes before each lecture: https://sites.google.com/view/pangolin-seminar/home