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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Differential Geometry Seminar
Leobardo Rosales
Rice University
Bernstein's Theorem for the two-valued minimal surface equation
Abstract:
\indent We explore the question of whether there are nontrivial solutions to the two-valued minimal surface (2MSE) equation defined over the punctured plane. The 2MSE is a non-uniformly elliptic PDE, degenerate at the origin, originally introduced by N.Wickramasekera and L.Simon to produce examples of stable branched minimal immersions.
Host: Ben Weinkove
March 2, 2011
3:00 PM
AP&M 5829
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