Lecture Event
On the spectrum of Martin-Morales-Nadirashvili minimal surfaces
G. Pacelli Bessa
15 Jun 2009, 15:15
We show that the spectrum of the Laplacian of a complete submanifold M properly immersed in a ball of a Riemannian manifold N is discrete, provided the mean curvature vector is sufficiently small. In particular, complete Martin-Morales-Nadirashvili minimal surfaces properly immersed in balls of
have discrete spectrum.
Oberseminar Geometrie: http://geometrie.math.uni-potsdam.de/index.php/de/component/content/article/190?sectionid=5&bsb_midx=0
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