2 papers
math.GR2025
Groups acting on horocyclic products
Noah Caplinger, Daniel N. Levitin
Horocyclic products are a well-studied class of metric spaces that provide models for various solvable Lie groups, Baumslag-Solitar groups, and Lamplighter groups. Let act geom…
math.MG2024
Finite-State Machines for Horospheres in Hyperbolic Right-Angled Coxeter Groups
Noah Jillson, Daniel N. Levitin, Pramana Saldin +3
Relatively little is known about the discrete horospheres in hyperbolic groups, even in simple settings. In this paper we work with hyperbolic one-ended right-angled Coxeter groups…