PDE Geometric Analysis seminar: Difference between revisions
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|September 21 | |September 21 | ||
| Eric Baer (Madison) | | Eric Baer (Madison) | ||
||[[# Eric Baer | | ||[[# Eric Baer | Optimal function spaces for continuity of the Hessian determinant as a distribution ]] | ||
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|November 23 | |November 23 | ||
| | | Nam Le (Indiana) | ||
|[[# | |[[# Nam Le | TBA ]] | ||
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Revision as of 22:37, 14 September 2015
The seminar will be held in room 901 of Van Vleck Hall on Mondays from 3:30pm - 4:30pm, unless indicated otherwise.
Previous PDE/GA seminars
Tentative schedule for Spring 2016
Seminar Schedule Fall 2015
date | speaker | title | host(s) |
---|---|---|---|
September 7 (Labor Day) | |||
September 14 (special room: B115) | Hung Tran (Madison) | Some inverse problems in periodic homogenization of Hamilton--Jacobi equations | |
September 21 | Eric Baer (Madison) | Optimal function spaces for continuity of the Hessian determinant as a distribution | |
September 28 | Donghyun Lee (Madison) | TBA | |
October 5 | Hyung-Ju Hwang (Postech & Brown Univ) | TBA | Kim |
October 12 | Binh Tran (Madison) | TBA | |
October 19 | Bob Jensen (Loyola University Chicago) | TBA | Tran |
October 26 | Luis Silvestre (Chicago) | TBA | Kim |
November 2 | Connor Mooney (UT Austin) | TBA | Lin |
November 9 | Yifeng Yu (UC Irvine) | TBA | Tran |
November 16 | Lu Wang (Madison) | TBA | |
November 23 | Nam Le (Indiana) | TBA | |
November 30 | |||
December 7 | |||
December 14 | reserved | Zlatos |
Abstract
Hung Tran
Some inverse problems in periodic homogenization of Hamilton--Jacobi equations.
Abstract: We look at the effective Hamiltonian $\overline{H}$ associated with the Hamiltonian $H(p,x)=H(p)+V(x)$ in the periodic homogenization theory. Our central goal is to understand the relation between $V$ and $\overline{H}$. We formulate some inverse problems concerning this relation. Such type of inverse problems are in general very challenging. I will discuss some interesting cases in both convex and nonconvex settings. Joint work with Songting Luo and Yifeng Yu.