The lectures will usually take place on Wednesdays at 10:15 - 13:00 in Ziskind 155
The exercise session by Amos Kaminsky will take place on Thursdays 10:15 - 12:00 in Goldsmith 208.
We will have ~12 lectures.
Prerequisites: Linear algebra and familiarity with the notion of group. Near the end of the course we will also use the notion of topological space and maybe also notion of Hilbert space.
Summary of the course
Exercise 1
Exercise 2
Exercise 3
Literature:
1. Benjamin Steinberg: Representation theory of finite groups - An introductory approach.
2. J.P. Serre: Linear representations of finite groups
3. Barry Simon: Representations of finite and compact groups
4. A.A. Kirillov: Elements of representation theory
5. S. Lang: Algebra