Project Details
Description
We use drifted Brownian motion in tailor made warped product model spaces as comparison constructions to
sudy $p$-hyperbolicity and $p$-parabolicity of a large class of submanifolds in ambient spaces with restricted
curvature behaviour. It is expected that similar techniques will also give generalized isoperimetric inequalities as well as $p$-Laplace heat kernel estimates
and mean exit time estimates for the corresponding nonlinear diffusion.
sudy $p$-hyperbolicity and $p$-parabolicity of a large class of submanifolds in ambient spaces with restricted
curvature behaviour. It is expected that similar techniques will also give generalized isoperimetric inequalities as well as $p$-Laplace heat kernel estimates
and mean exit time estimates for the corresponding nonlinear diffusion.
Status | Finished |
---|---|
Effective start/end date | 01/08/2004 → 01/08/2020 |
Funding
- Statens Teknisk Videnskabelige Forskningsråd
Keywords
- p-Laplace comparison theory
Fingerprint
Explore the research topics touched on by this project. These labels are generated based on the underlying awards/grants. Together they form a unique fingerprint.