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  • H-Flächen in Zentralprojektion

H-Flächen in Zentralprojektion

We consider the Dirichlet-problem associated with H-surfaces in central projection.By using a variational approach ,and in connection with the theory of minimal sets ,we obtain very general existence and regularity results provided the mean curvature fulfills a certain monotony condition

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Translated title:
H-Surfaces in Central Projection (English)
Thesis advisor:
LSF
1159
Prof. Dr. Dierkes, Ulrich
Date Created:
20.11.2002
Date of doctoral degree:
20.11.2002
URN:
urn:nbn:de:hbz:464-duett-12232002-1351344
PURL:
http://purl.oclc.org/NET/duett-12232002-135134
Language:
German
Type of Resource:
Text
Keywords:
radial graphs; geometric measure theory; differential geometry; calculus of variations; functions of bounded variation; partial differential equations
Collection:
E-Dissertations
Dewey Decimal Classification:
510 Mathematics
Subject categories of the Deutsche Nationalbibliografie:
510 Mathematics
Hosting institution:
Faculty of Mathematics

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