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Junior Topology
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Charlie Reid, : Hyperbolic 3-Manifolds with Negative Euler Characteristic Boundary Components
Wednesday, April 28, 2021, 02:00pm - 03:00pm
Abstract: Mostow Rigidity says that a closed hyperbolic 3 manifold has only one hyperbolic structure. What happens if our hyperbolic 3 manifold has flaring ends with negative euler characteristic? I found in Chapter 11 of Thurston's notes that hyperbolic structures on such a 3 manifold are parametrized by the product of Teichmuller spaces of its boundary components. I will attempt to explain how this works

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