5 citations · 5 across the 3 of their papers we have counts for
3 papers
math.DS2011
Densité de demi-horocycles sur une surface hyperbolique géométriquement infinie
Barbara Schapira
On the unit tangent bundle of a hyperbolic surface, we study the density of positive orbits under the horocyclic flow. More precisely, given a full orbit $(h^sv)…
math.DS2003★ 5 cited
Equidistribution des horocycles d'une surface géométriquement finie
Barbara Schapira
In this work, we show equidistribution properties for the horocycles of a geometrically finite surface with variable negative curvature. If the surface is hyperbolic, we deduce an…
math.DS2003
Lemme de l'Ombre et non divergence des horosphères d'une variété géométriquement finie
Barbara Schapira
In this work, we prove the so-called "Shadow lemma" on geometrically finite manifolds of variable negative curvature. We deduce a result of non divergence of the horospheres of suc…