Prof. Dr. Peter Hintz


Lecture notes

Microlocal Analysis.

Geometric Singular Analysis and Black Holes.

A minicourse on scattering theory. (Exercises and videos.)

Functional Analysis I.

Functional Analysis II.

Methoden der Mathematischen Physik II.


Academic year Class
2024 (spring) Differential Geometry II (D-MATH). Course website.
2023 (fall) Allgemeine Mechanik (D-PHYS). Moodle-Seite.
2023 (spring) Functional Analysis II (D-MATH). Course website.
2022 (fall) Functional Analysis I (D-MATH). Course website.
2022 (spring) Methoden der Mathematischen Physik II (D-MATH/D-PHYS). Moodle-Seite.
2021 (fall) Microlocal Analysis (D-MATH). 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 2024 Minicourse (5 lectures) on Linear waves and spectral theory
Thematic program Quantum and classical fields interacting with Geometry, Paris, France
Mar 2023 Mini-school (4 lectures) 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 (5 lectures) on Scattering theory
SNAP 2019, Northwestern University, Evanston, IL, USA. (Lecture notes are above.)
Jan 2017 Minicourse (5 lectures) on Black hole stability
Tokyo–Berkeley Workshop PDE and Mathematical Physics, Tokyo, Japan