Sublinear Bilipschitz Equivalence and Symmetric Spaces

Explore a one-hour lecture by Gabriel Pallier from Université de Lille discussing sublinear bilipschitz equivalence, a concept that weakens quasi-isometry and emerges from asymptotic cones of metric spaces. Learn how this equivalence occurs between certain pairs of homogeneous Riemannian manifolds that aren't quasi-isometric. Discover the classification of Riemannian globally symmetric spaces up to sublinear bilipschitz equivalence and examine the tools involved in this classification process. The lecture presents joint research work with Ido Grayevsky, hosted by the Hausdorff Center for Mathematics.