Arielle Leitner

activity

20172021

most citedAlmost-Regular Dessins on a Sphere and Torus

1 citations · 1 across the 3 of their papers we have counts for

collaborators

Showing math.GTShow all

4 papers · 1 filter

math.GT2021

On the Chabauty space of $PSL_{2} (R)$ , I: lattices and grafting

Ian Biringer, Nir Lazarovich, Arielle Leitner

This is the first of two papers on the global topology of the space $Sub (G)$ of all closed subgroups of $G = PSL_{2} (R)$ , equipped with the Chabauty topology…

math.GT2020

The Moduli Space of Marked Generalized Cusps in Real Projective Manifolds

Samuel A. Ballas, Daryl Cooper, Arielle Leitner

In this paper, a generalized cusp is a properly convex manifold with strictly convex boundary that is diffeomorphic to $M \times [0, \infty)$ where $M$ is a closed Euclidean manifo…

math.GT2019

Local Limits of Connected Subgroups of $S L_{3} (R)$

Nir Lazarovich, Arielle Leitner

In this paper we describe the local limits under conjugation of all closed connected subgroups of $S L_{3} (R)$ in the Chabauty topology.

math.GT2017★ 1 cited

Almost-Regular Dessins on a Sphere and Torus

Joachim König, Arielle Leitner, Danny Neftin

The Hurwitz problem asks which ramification data are realizable, that is appear as the ramification type of a covering. We use dessins d'enfant to show that families of genus 1 reg…

On the Chabauty space of PSL2​(R), I: lattices and grafting

The Moduli Space of Marked Generalized Cusps in Real Projective Manifolds

Local Limits of Connected Subgroups of SL3​(R)

Almost-Regular Dessins on a Sphere and Torus

On the Chabauty space of $PSL_{2} (R)$ , I: lattices and grafting

Local Limits of Connected Subgroups of $S L_{3} (R)$