2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.DS2014
Translation surfaces and their orbit closures: An introduction for a broad audience
Alex Wright
Translation surfaces can be defined in an elementary way via polygons, and arise naturally in in the study of various basic dynamical systems. They can also be defined as Abelian d…
math.DS2012★ 2 cited
Schwarz triangle mappings and Teichmüller curves: the Veech-Ward-Bouw-Möller curves
Alex Wright
We study a family of Teichmüller curves T(n,m) constructed by Bouw and Möller, and previously by Veech and Ward in the cases n=2,3. We simplify the proof that T(n,m) is a Teichmüll…
math.DS2012
Schwarz triangle mappings and Teichmüller curves: abelian square-tiled surfaces
Alex Wright
We consider normal covers of CP^1 with abelian deck group, branched over at most four points. Families of such covers yield arithmetic Teichmüller curves, whose period mapping may…