Affiliation:
CNRS, University of Sorbonne
Date:
Thu, 21/05/2026 - 13:30 - 15:00
For a divergent sequence of Schottky groups in the hyperbolic space $H^N$, the Hausdorff dimension of their limit sets tends to 0. By embedding these groups into the group of isometries of infinite-dimensional hyperbolic space, we determine the rate of convergence. (Joint work with Antonin Guilloux).