activity
20212025
collaborators

6 papers

math.DG2025

Harmonic maps to Hadamard spaces and a universal higher Teichmüller space

J. Maxwell Riestenberg, Peter Smillie

We give a sufficient criterion, which we call stability, for a coarse Lipschitz map from a complete manifold with Ricci curvature bounded below to a proper Hadamard space $…

math.GT2025

Transverse Spheres in Flag Manifolds

Parker Evans, J. Maxwell Riestenberg

For some partial flag manifolds of semisimple real Lie groups, including many full flag manifolds, transverse circles are known to be locally maximally transverse. We complete the…

math.GT2024

Concave Foliated Flag Structures and the Hitchin Component

Alexander Nolte, J. Maxwell Riestenberg

We give a geometric characterization of flag geometries associated to Hitchin representations in . Our characterization is based on distinguished invariant…

math.GT2024

Dirichlet domains for Anosov subgroups

Colin Davalo, J. Maxwell Riestenberg

We introduce a sufficient condition for a finitely generated subgroup of a semisimple Lie group to admit finite-sided Dirichlet domains for polyhedral Finsler metrics on th…

cs.LG2023

Normed Spaces for Graph Embedding

Diaaeldin Taha, Wei Zhao, J. Maxwell Riestenberg +1

Theoretical results from discrete geometry suggest that normed spaces can abstractly embed finite metric spaces with surprisingly low theoretical bounds on distortion in low dimens…

math.DG2021

A quantified local-to-global principle for Morse quasigeodesics

J. Maxwell Riestenberg

In arXiv:1403.7671, Kapovich, Leeb and Porti gave several new characterizations of Anosov representations , including one where geodesics in the word hyperbolic group m…