Font Size:
a
A
A
Mean Curvature Flow With Bounded Gauss Image In De Sitter Space
Posted on:
2008-04-20
Degree:
Master
Type:
Thesis
Country:
China
Candidate:
W Chen
Full Text:
PDF
GTID:
2120360242963780
Subject:
Basic mathematics
Abstract/Summary:
PDF Full Text Request
Let F: M (?) S
m
n+m
be a space-like complete m-submanifold whichhas bounded curvature and bounded Gauss image,in the case n＞1,then theevolution equation of mean curvature flowhas long time smooth solution.
Keywords/Search Tags:
de sitter space
,
space-like submanifold
,
Gauss image
PDF Full Text Request
Related items
1
Hypersurface Singularities On Pseudo-ball When N-dimensional Gaussian Like Anti De Sitter Space In The Class
2
Non-degenerate Submanifolds Of Codimension Two In Anti De Sitter N-space
3
Quantum gravity inde Sitter space and anti-de Sitter space
4
The Differential Geometry Of Submanifolds In Non-flat Space
5
The Surface Theory Of Hyperbolic Space
6
Dualities And Evolutes Of Fronts In Hyperbolic 2-space And De Sitter 2-space
7
Rotation Surfaces In 3-Dimensional Anti-de Sitter Space
8
Singularities Of De Sitter Gauss Map Of Timelike Hypersurface In Minkowski 4-space
9
On Problems Related To The Submanifolds Of Spherical Immersion
10
Local Differential Geometry On Timelike Surfaces In Anti De Sitter 3-space
PDF Full Text Request