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Horocyclic and Geodesic Orbits on Geometrically Infinite Surfaces of Variable Negative Curvature by García, Victoria is a scholarly article available to read on EtoBox.

What is Horocyclic and Geodesic Orbits on Geometrically Infinite Surfaces of Variable Negative Curvature about?

Here we study the behaviour of the horocyclic orbit of a vector on the unit tangent bundle of a geometrically infinite surface with variable negative curvature, when the corresponding geodesic ray is almost minimizing and the injectivity radius is finite.

Author

García, Victoria

Published

2023

Language

EN