TU Berlin

Fachgebiet Algorithmische AlgebraAlgebra 4

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Algebra IV

Representation Theory

The topic of this course will be representation theory. Prerequisites (besides linear algebra) are basics in algebra only (Algebra I). So no knowledge in Algebra II and Algebra III is required to follow the course.

The course will be held in English if requested so by BMS students. The course runs 4 hours per week over the second part of the summer semester 2017.

Schedule

The start is in the week of May 22, 2017.

Course Hours
Type
Day
Hours
Room
Lecturer
Vorlesung
Wednesday
1615-1745
MA 004
Prof. Dr. Peter Bürgisser
Vorlesung
Thursday
0815-0945
MA 005
Prof. Dr. Peter Bürgisser
  • There will be extra sessions on June 14th and 21st. These sessions take place from 1800 to 1930 in MA 004.
  • On June 28th, there will be no lecture due to the talk of Wigderson.
  • There will be another extra session on July 5th. The session will take place from 1800 to 1930 in MA 004.

Contents

Exercise Sheets

There are exercise sheets available which are not graded or marked:

Oral Exams

We offer oral exams (duration: 45 minutes) on the following dates:

  • 18.10.2017, 1pm - 4pm
  • 23.10.2017, 9am - 5pm

Please get an appointment in MA318 and register either with the examination office or with Qispos. Contact Beate Nießen if you have any problems with registration.

Literature

  • Bruce Sagan. The Symmetric Group: Representations, Combinatorial Algorithms, and Symmetric Functions, Springer.
  • Fulton and Harris. Representation Theory: A first course, Springer.
  • Claudio Procesi. Lie Groups: An Approach through Invariants and Representations, Springer.

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