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Contact structures on 3-manifolds
Student-Run Geometry/Topology SeminarSpeaker: | George Mossessian, UC Davis |
Location: | 2112 MSB |
Start time: | Tue, Oct 14 2014, 1:10PM |
I'll define a contact structure, prove Martinet's theorem that every 3-manifold has one, talk about tight and overtwisted manifolds, and say a few words about Eliashburg's proof of Cerf's theorem, which says that every self-diffeomorphism of the 3-sphere extends to a diffeomorphism of the 4-ball.