On the manifold of closed hypersurfaces in R^n
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math.DG
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hypersurfacesasymptoticsbeenclosedderiveddifferentialdirectemployed
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Several results from differential geometry of hypersurfaces in R^n are derived to form a tool box for the direct mapping method. The latter technique has been widely employed to solve problems with moving interfaces, and to study the asymptotics of the induced semiflows.
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