Institut für Mathematik


Methods in Analysis

Dozent: Benjamin Schlein


Mo 15.00 - 17.00
Raum: Y27H28 Plätze: 24


Lecture Notes

Due to the COVID-19 pandemic, this class did not take place on campus. Students registered to the class received instead links to videos of recorded lectures. The notes of the video lectures can be found here:

Video Lecture 1 - Uniform convexity

Video Lecture 2 - Applications of uniform convexity

Video Lecture 3 - Weak convergence

Video Lecture 4 - Separability, Banach-Alaoglu Theorem

Video Lecture 5 - Hardy-Littlewood-Sobolev inequality

Video Lecture 6 - The Hausdorff-Young inequality

Video Lecture 7 - Distributions, Sobolev spaces

Video Lecture 8 - Approximations and the Poisson equation

Video Lecture 9 - Sobolev inequalities

Video Lecture 10 - Compact Sobolev embeddings, Poincare' inequality

Video Lecture 11 - Potential theory

Video Lecture 12 - Elliptic regularity

Video Lecture 13 - An application to physics


Modul: 29.06.2020-30.06.2020, Raum: Y27H28 Plätze: 24, Typ: mündlich
special room restrictions
Repetition: 31.08.2020 10:00-12:00, Raum: Y27H46 Plätze: 20, Typ: mündlich

Modul: MAT636 Methods in Analysis