activity
20052018
most citedAn extraordinary origami curve

4 citations · 11 across the 6 of their papers we have counts for

collaborators

6 papers

math.GT2018★ 2 cited

Systolic geometry of translation surfaces

Tobias Columbus, Frank Herrlich, Bjoern Muetzel +1

In this paper we investigate the systolic landscape of translation surfaces for fixed genus and fixed angles of their cone points. We furthermore study how the systoles of a transl…

math.GT2016★ 2 cited

Notes on the Veech group of the Chamanara surface

Frank Herrlich, Anja Randecker

These notes discuss an infinite translation surface, introduced by Chamanara. We review his proof that the Veech group is a non-elementary Fuchsian group of the second kind which i…

math.AG2008

A origami of genus 2 with a translation

Frank Herrlich, André Kappes, Gabriela Schmithüsen

We study an example of a Teichmueller curve in the moduli space of algebraic curves of genus 2 coming from an origami S. It is particular in that its points admit the Klein four gr…

math.AG2007★ 2 cited

A comb of origami curves in the moduli space M_3 with three dimensional closure

Frank Herrlich, Gabriela Schmithuesen

The first part of this paper is a survey on Teichmueller curves and Veech groups, with emphasis on the special case of origamis where much stronger tools for the investigation are…

math.AG2007★ 1 cited

On the boundary of Teichmueller disks in Teichmueller and in Schottky space

Frank Herrlich, Gabriela Schmithuesen

We study the boundary of Teichmueller disks in a partial compactification of Teichmueller space, and their image in Schottky space. We give a broad introduction to Teichmueller dis…

math.AG2005★ 4 cited

An extraordinary origami curve

Frank Herrlich, Gabriela Schmithuesen

We study a special Teichmueller curve in the moduli space of curves of genus 3 that is intersected by infinitely many other Teichmueller curves. The Veech group of the underlying t…