Minimality of the horocycle flow on laminations by hyperbolic surfaces with non-trivial topology
arXiv:1412.3259
Abstract
We consider a minimal compact lamination by hyperbolic surfaces. We prove that if it admits a leaf whose holonomy covering is not topologically trivial, then the horocycle flow on its unitary tangent bundle is minimal.
arXiv commentThis result was presented by Fernando Alcalde at the conference Foliations 2014, that took place in Madrid, Spain, in September 2014