Mean curvature flow and self-similar submanifolds

Author:

Anciaux Henri

Publisher

Cellule MathDoc/CEDRAM

Reference19 articles.

1. [AbLa] U. Abresch, J. Langer, The normalized curves hortening flow and homothetic solutions, J. of differential geometry, 23 ( 1986), 175-196

2. [Anc] H. Anciaux, Self-similar equivariant submanifolds in ℝ2n preprint, available at http://www.phys.univ-tours.fr/~anciaux/papers/self.ps

3. [Ang] S. Angenent, Shrinking donuts, in Nonlinear diffusion reaction equations & their equilïbrium, States3, editor N.G. Lloyd, Birkauser, Boston, 1992.

4. [AIV] S. Angenent, T. Ilmanen, Jj.L. Velázquez, Fattening from smooth initial data in mean curvature flow, in préparation.

5. [CaUr] I. Castro, F. Urbano, On a Minimal Lagrangian Submanifold of Cn Foliated by Spheres, Mich. Math. J., 46 ( 1999), 71-82

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1. TRANSLATING SOLITONS TO SYMPLECTIC AND LAGRANGIAN MEAN CURVATURE FLOWS;International Journal of Mathematics;2009-04

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