1 citations · 3 across the 6 of their papers we have counts for
9 papers
Counting lattices in products of trees
Nir Lazarovich, Ivan Levcovitz, Alex Margolis
A BMW group of degree is a group that acts simply transitively on vertices of the product of two regular trees of degrees and . We show that the number of commensura…
On the Chabauty space of , I: lattices and grafting
Ian Biringer, Nir Lazarovich, Arielle Leitner
This is the first of two papers on the global topology of the space of all closed subgroups of , equipped with the Chabauty topology…
Globally stable cylinders for hyperbolic CAT(0) cube complexes
Nir Lazarovich, Michah Sageev
Rips and Sela introduced the notion of globally stable cylinders and asked if all Gromov hyperbolic groups admit such. We prove that hyperbolic cubulated groups admit globally stab…
Volume vs. Complexity of Hyperbolic Groups
Nir Lazarovich
We prove that for a one-ended hyperbolic graph , the size of the quotient by a group acting freely and cocompactly bounds from below the number of simplices in an Eile…
Virtually free groups are stable in permutations
Nir Lazarovich, Arie Levit
We prove that finitely generated virtually free groups are stable in permutations. As an application, we show that almost-periodic almost-automorphisms of labelled graphs are close…
Surprising circles in Morse boundaries of right-angled Coxeter groups
Marius Graeber, Annette Karrer, Nir Lazarovich +1
We show that the Morse boundary of a right-angled Coxeter group may contain embedded circles that do not arise as the boundary of a Morse Fuchsian subgroup visible in the defining…