back to search

Representation Theory of Finite Groups

CIT413032Elective Modules9 ECTSEnglishUnregelmäßigDepartment Mathematics
AI-edited module sheet. Based on the TUMonline module description, edited for readability.Original in TUMonline

What it is about

You will learn fundamental concepts and methods of representation theory of finite groups. The topic covers representations, group algebras, module theory, semisimple algebras and modules, as well as characters and character tables; you can apply the developed statements and techniques to concrete problems.

What you will be able to do

  • Understanding of group representations and group algebras
  • Knowledge of semisimple algebras and modules
  • Calculation and interpretation of characters and character tables
  • Application of induction, restriction and Clifford theory
  • Familiarity with projective representations and Frobenius groups (optional)

What the module consists of

  • LectureConveying the theoretical foundations
  • Übung/Practice sessionsDeepening and application of lecture content through exercises

Teaching method

  • Blackboard lectureExplanation and derivation of theory
  • Accompanying exercises with problem sheetsPracticing methods and deepening the material
  • Slide decksSupportive summaries and visualizations
No dates in the current semester
There are no course dates for this module this semester, or they haven't been matched yet.

Module ratings

No ratings for this module yet.

Rate this module

Only fill in the categories you can judge – for each one, either stars and text together or nothing at all.

Lecture
Tutorial
Exam

Reviews are automatically checked before they are published.

Official page in TUMonline · Details are not binding.