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MiS Preprint
81/2004
Bernstein type theorems with flat normal bundle
Knut Smoczyk, Guofang Wang and Yuanlong Xin
Abstract
We prove Bernstein type theorems for minimal $n$-submanifolds in ${\mathbb R}^{n+p}$ with flat normal bundle. Those are natural generalizations of the corresponding results of Ecker-Huisken and Schoen-Simon-Yau for minimal hypersurfaces.
