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cgiet_01

5. John von Neumann Lecture: Prof. Dr. Simon Brendle ( Stanford University): Minimalflächen in der 3-Sphaere und die Lawson-Vermutung

Donnerstag, 12.12.2013 16:30 im Raum M5
Mathematik und Informatik

In 1956, Alexandrov proved that any embedded hypersurface in R^n with constant mean curvature is a round sphere. In this lecture, I will discuss various uniqueness results for minimal and constant mean constant curvature surfaces in curved manifolds. In particular, I will describe some recent results concerning minimal surfaces in the three-dimensional sphere and the solution of Lawson's conjecture.



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Brendle Poster.pdf

Angelegt am Montag, 14.10.2013 15:15 von cgiet_01
Geändert am Montag, 26.02.2018 16:35 von wuebbel
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