Event time:
Tuesday, November 3, 2020 - 4:00pm
Location:
https://yale.zoom.us/j/96501374645
Speaker:
Beibei Liu
Speaker affiliation:
Max Planck Institute / Georgia Tech
Event description:
It is conjectured by Kapovich that finitely generated Kleinian groups with critical exponent less than 1 are convex-cocompact. In this talk, we partly answer this in the affirmative by showing that any finitely generated Kleinian groups with sufficiently small critical exponent are convex-cocompact. We also give some geometric properties of hyperbolic manifolds with critical exponent less than 1.
Special note:
Email Caglar or Franco for the zoom password.