Strichartz estimates for the Schrödinger equation on the two-dimensional torus
bk21
129동 101호
0
1416
03.06 13:20
| 구분 | Rookies Pitch |
|---|---|
| 일정 | 2026-03-19(목) 16:30~17:30 |
| 세미나실 | 129동 101호 |
| 강연자 | 곽범종 (KAIST) |
| 담당교수 | 서인석 |
| 기타 |
The study of estimating the size of a solution to a linear dispersive partial differential equation, called the Strichartz estimate, has been of interest in both partial differential equations and harmonic analysis.
In this talk, I will focus on Strichartz estimates for the Schrödinger equation on a flat two-dimensional torus, which has rich connection to discrete mathematics. I will briefly introduce some of the connections, ranging from number theory to, more recently, incidence geometry and additive combinatorics.
강연시간 : 16:40 - 17:10
