We give a shorter proof of the existence of nontrivial closed minimal hypersurfaces in closed smooth (n + 1)-dimensional Riemannian manifolds, a theorem proved first by Pitts for 2 <= n <= 5 and extended later by Schoen and Simon to any n .
The existence of embedded minimal hypersurfaces
De Lellis, C.;
2013-01-01
Abstract
We give a shorter proof of the existence of nontrivial closed minimal hypersurfaces in closed smooth (n + 1)-dimensional Riemannian manifolds, a theorem proved first by Pitts for 2 <= n <= 5 and extended later by Schoen and Simon to any n .File in questo prodotto:
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2013_JDifferentialGeom_95_DeLellis.pdf
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