Nonnegatively curved ends of Euclidean h
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Stephanie B. Alexander; Robert J. Currier
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Article
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1991
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Springer
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English
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The structure of the ends of immersed Euclidean hypersurfaces is described, assuming curvature positive outside a compact subset, or curvature nonnegative and nullity of the second fundamental form at most one outside a compact subset. Examples show the results are optimal.