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Talks by Miyuki Koiso

Stability of hypersurfaces with constant anisotropic mean curvature and its applications.

Kyushu University

A hypersurface with constant (anisotropic) mean curvature is said to be stable if the second variation of the area (the anisotropic surface energy) is nonnegative for all "volume"-preserving variations satisfying given boundary conditions. A useful criterion for the stability is given by using an elliptic operator associated with the second variation. In this talk, we apply it to the problem of the structure of the space of hypersurfaces with constant (anisotropic) mean curvature with prescribed boundary conditions. We will give general methods and their applications to several concrete examples which may be interesting from both mathematical and physical point of view.

Miyuki Koiso

Kyushu University

Number of talks
1
Number of visits
1
Last visit
Personal website
Profile in Mathscinet
[Mathscinet]
Profile in Zentralblatt
[zentralblatt]
Country of origin
Japón

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