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Minimal Surfaces - Ulrich Dierkes, Stefan Hildebrandt, Friedrich Sauvigny, Anthony Tromba

Minimal Surfaces

Media-Kombination
L, 1910 Seiten
2010 | 2nd, rev. and enlarged ed. 2011
Springer Berlin
978-3-642-11715-2 (ISBN)
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The three-volume treatise consists of the volumes Minimal Surfaces (GL 339), Regularity of Minimal Surfaces (GL 340), and Glolbal Theory of Minimal Surfaces (GL 341) that replace the monograph Minimal Surfaces I , II, published as volumes 295 and 296 of the Grundlehren der mathematischen Wissenschaft series.

Ther first volume covers the classical theory as well as existence results concerning boundary value problems for minimal surfaces, in particular results for Plateau's problem.

The second volume deals with basic regularity results for minimal surfaces concerning their boundary behaviour at Plateau boundaries and free boundaries. Moreover, exclosure theorems, isoperimetricc inequalities and existence theorems for surfaces of prescribed mean curvature in a Riemanian manifold and for the thread problem are discussed.

Finally, the third volume deals with geometric properties of minimal surfaces with free boundaries and with a priori gradient estimates for n-dimensional minimal surfaces, leading to various Bernstein-type theorems. Secondly, a global theory of minimal surfaces (as envisioned by Smale) is presented, including index theorems.

Erscheint lt. Verlag 14.10.2010
Reihe/Serie Grundlehren der mathematischen Wissenschaften
Co-Autor Ruben Jakob, Albrecht Küster
Zusatzinfo L, 1910 p. 3 volume-set.
Verlagsort Berlin
Sprache englisch
Gewicht 1083 g
Themenwelt Mathematik / Informatik Mathematik Analysis
Mathematik / Informatik Mathematik Angewandte Mathematik
Schlagworte 49Q05,53A05, 53A07, 53B20, 35J20, 35J47, 35J50, 35 • 49Q05,53A05, 53A07, 53B20, 35J20, 35J47, 35J50, 35J75, 49Q20 • Calculus of Variations • Conformal Mappings • Differentialgeometrie • Differential Geometry • Differenzialgeometrie • Fläche • minimal surfaces • Partial differential equations • Randwertaufgaben • regularity theory
ISBN-10 3-642-11715-5 / 3642117155
ISBN-13 978-3-642-11715-2 / 9783642117152
Zustand Neuware
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