Teaching
Lecture notes
Geometric Singular Analysis and Black Holes.
A minicourse on scattering theory. (Exercises and videos.)
Classes
| Academic year | Class |
|---|---|
| 2023 (spring) | Functional Analysis II. Course website. |
| 2022 (fall) | Functional Analysis I. Course website. |
| 2022 (spring) | Methods in Mathematical Physics II. Moodle page. |
| 2021 (fall) | Microlocal Analysis. Moodle page. |
| 2021 (spring) | 18.157, Introduction to Microlocal Analysis (at MIT). |
| 2020 (spring) | 18.950/9501, Differential Geometry (at MIT). Course materials. |
| 2019 (spring) | 18.157, Introduction to Microlocal Analysis (at MIT). |
Invited courses
| Date | Course |
|---|---|
| Mar 2023 | Mini-school on Geometric singular analysis and black holes University of North Carolina, Chapel Hill, NC, USA. Link. (Lecture notes are above.) |
| Sep 2019 | Two lectures on Nonlinear wave equations Introductory workshop on Microlocal Analysis, MSRI, Berkeley, MA, USA |
| Aug 2019 | Minicourse on Scattering theory SNAP 2019, Northwestern University, Evanston, IL, USA. (Lecture notes are above.) |
| Jan 2017 | Minicourse on Black hole stability Tokyo–Berkeley Workshop PDE and Mathematical Physics, Tokyo, Japan |