PDE Geometric Analysis seminar: Difference between revisions
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==Abstracts== | ==Abstracts== | ||
===Takis Souganidis (Chicago)=== | |||
''Stochastic homogenization of the G-equation'' | |||
The G-equation is a Hamilton-Jacobi equation, of level-set-type, which is used as a model in turbulent combustion. In the lecture I will present recent joint work with Pierre Cardaliaguet about the homogenization of the G-equation set in random media, when the problem is not coercive and, hence, falls outside the scope of the theory of stochastic homogenization. | |||
===Russell Schwab (Carnegie Mellon)=== | |||
To be posted. | |||
===Valentin Ovsienko ()=== | ===Valentin Ovsienko ()=== | ||
To be posted | To be posted. | ||
Revision as of 18:54, 15 September 2011
PDE and Geometric Analysis Seminar
The seminar will be held in room B115 of Van Vleck Hall on Mondays from 3:30pm - 4:30pm, unless indicated otherwise.
Seminar Schedule Fall 2011
| date | speaker | title | host(s) |
|---|---|---|---|
| Oct 3 | Takis Souganidis (Chicago) |
Stochastic homogenization of the G-equation |
Armstrong |
| Oct 17 | Russell Schwab (Carnegie Mellon) |
TBA |
Armstrong |
| Oct 24 | Valentin Ovsienko () |
TBA |
Marí Beffa |
Abstracts
Takis Souganidis (Chicago)
Stochastic homogenization of the G-equation
The G-equation is a Hamilton-Jacobi equation, of level-set-type, which is used as a model in turbulent combustion. In the lecture I will present recent joint work with Pierre Cardaliaguet about the homogenization of the G-equation set in random media, when the problem is not coercive and, hence, falls outside the scope of the theory of stochastic homogenization.
Russell Schwab (Carnegie Mellon)
To be posted.
Valentin Ovsienko ()
To be posted.