The Bernstein Problem in the Heisenberg Group

Mathematics – Differential Geometry

Scientific paper

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62 pages, 9 figures. The first version of this paper contained a serious error. The current version is a complete reworking of

Scientific paper

We establish the following theorem of Bernstein type for the first Heisenberg
group: Let S be a C^2 connected H-minimal surface which is a graph over some
plane P, then S is either a non-characteristic vertical plane, or its
generalized seed curve satisfies a type of constant curvature condition.

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