The Non-collapsing Property for Mean Curvature flow in S^{n+1}
Date Issued
2012
Date
2012
Author(s)
Hung, Pei-Ken
Abstract
Following the same computation in [1], we use certain subelliptic operator and maximal principle to prove non-collapsing for mean curvature flow in $S^{n+1}$. We also use similar method to prove the preservation of convexity for mean curvature flow in the hyperbolic space.
Subjects
mean curvature flow
scale invariant
maximal principle
Type
thesis
File(s)![Thumbnail Image]()
Loading...
Name
index.html
Size
23.49 KB
Format
HTML
Checksum
(MD5):6710257f4422a2475cc74e463660541a