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Finite element approximations to surfaces of prescribed variable mean curvature

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Authors

Dziuk, Gerhard
Hutchinson, John

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Springer

Abstract

We give an algorithm for finding finite element approximations to surfaces of prescribed variable mean curvature, which span a given boundary curve. We work in the parametric setting and prove optimal estimates in the H 1 norm. The estimates are verified

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Source

Numerische Mathematik

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Restricted until

2037-12-31
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