Functional Analysis II Spring 2024

Lecturer
Prof. Dr. Marc Burger
Coordinator
Beat Zurbuchen
Lectures
Monday, 10 - 12, CAB G 51
Thursday, 14 - 16, CAB G 61

Content

This course is the continuation of Functional Analysis I and teaches more advanced topics in functional analysis. It encompasses a variety of subjects such as Banach Algebras, the Gelfand Duality theorem, spectral theorems, and harmonic analysis on LCA groups. It culminates with a proof of the Pontryagin duality theorem and Wiener's theorem.

We have a forum! If you have any questions on the materials, the exercises and/or the solutions, please make a post here.

You can find the script for the course here.

Here you can find additional notes to the course:

Exercises

The new exercises are posted here on Thursdays. We hope that you look at the problems over the weekend and prepare some questions for the exercise class on Monday.

Please hand in your solutions on the second Monday until midnight after on the SAMup. This will guarantee that your assistant corrects your submission.

Some of the exercises are marked with a *. These exercises are not part of the curriculum and are meant as a challenge.

exercise sheet due by solutions
Exercise Sheet 1 4. March Solution
Exercise Sheet 2 11. March Solution
Exercise Sheet 3 18. March Solution
Exercise Sheet 4 25. March Solution
Exercise Sheet 5 8. April Solution
Exercise Sheet 6 22. April Solution
Exercise Sheet 7 29. April Solution
Exercise Sheet 8 13. May Solution
Exercise Sheet 9 31. May Solution

Exercise classes

The exercise classes take place on Monday from 9 - 10. Please register for one of the exercise classes in MyStudies at the beginning of the semester. Please note that the exercise classes start only from the second week of the semester.

RoomAssistant
HG F 26.5Zurbuchen Beat
HG E 33.3Silini Lauro

Literature