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Minimal surfaces with bounded index


Speaker: Davi Maximo, Stanford University
Location: 2112 MSB
Start time: Tue, Feb 16 2016, 1:10PM

We prove a structural theorem that provides a precise local picture of how a sequence of closed embedded minimal surfaces with bounded index on a given three-manifold might degenerate. We then discuss several applications, including some compactness results. (This is joint work with O. Chodosh and D. Ketover)