exact dimensionality 1growth indicator 1manhattan manifolds 1patterson-sullivan measures 1relatively an Anosov groups 1visual metrics 1
From the 1 of 3 linked papers with an AI index.
3 papers
math.GR2026
Regularity of Manhattan manifolds and exact dimensionality for relatively Anosov groups
Eduardo Reyes, Tianqi Wang
The paper proves that Patterson–Sullivan measures for relatively Anosov groups are exact dimensional with respect to visual metrics, shows regularity properties of their Manhattan…
math.GT2024
Manhattan geodesics and the boundary of the space of metric structures on hyperbolic groups
Stephen Cantrell, Eduardo Reyes
For any non-elementary hyperbolic group , we find an outer automorphism invariant geodesic bicombing for the space of metric structures on equipped with a symmetrized vers…
math.GR2024
Approximating hyperbolic lattices by cubulations
Nic Brody, Eduardo Reyes
We show that an isometric action of a torsion-free uniform lattice on hyperbolic space can be metrically approximated by geometric actions of on $\mathrm{C…