401-3420-70L Topics in Harmonic Analysis
| Semester | Autumn Semester 2020 |
| Lecturers | F. Da Lio, L. Kobel-Keller |
| Periodicity | non-recurring course |
| Language of instruction | English |
| Comment | Number of participants limited to 20 |
| Abstract | The aim of this seminar about harmonic analysis is to study the most important and most classical topics in that field, e.g. maximal functions, Marcinkiewicz interpolation, Fourier theory, distribution theory, singular integrals and Calderon-Zygmund theory. After an introduction delivered by the two organisers, each week participants will give a seminar talk (usually in groups of two). |
| Learning objective | The students will learn on one hand the most important concept in harmonic analysis and on the other hand improve their presentations skills (by delivering a seminar talk). |
| Literature | The main references are: E. Stein: "Singular integrals and differentiability properties of functions " E. Stein, G. Weiss: "Introduction to Fourier analysis on Euclidean spaces" L. Grafakos: "Modern Fourier Analysis" & "Classical Fourier Analysis" |