Minimal and constant mean curvature surfaces in quotients of H^2xR

Minimal and constant mean curvature surfaces in quotients of H^2xR

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Ana Menezes, IMPA-Brazil
Fine Hall 314

In this talk we will report on two types of questions related to the geometry of surfaces in quotients of H^2xR. We will talk about the classification of compact embedded constant mean curvature surfaces, and about the description of the asymptotic behavior of ends of proper minimal surfaces with finite total curvature. These theorems are inspired by classical results in Euclidean space.