Wednesday 25 May 2016 from 12:00–13:00 in Carslaw 535A
Please join us for lunch after the talk!
Abstract: Suppose \(M\) is a finite volume hyperbolic 3-manifold with at least one cusp. Given two disjoint hyperbolic planes \(P\),\(P'\) in hyperbolic 3-space \(H\) there is a closed quasi-Fuchsian surface in \(M\) and a pre-image in \(H\) that separates \(P\) from \(P'\). This result is due to Kahn and Markovic when M is closed. Joint work with David Futer.