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Representation Theory
This course is the continuation of Algebra IV
- Representation Theory [1].
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.
It is part of the module Fortgeschrittene Themen der Algebra (5 LP).
Oral Exams
We offer oral exams (duration: 45 minutes) on the following dates:
- Tuesday, March 13
- Wednesday, March 14
Please get an appointment in MA318 and register either with the examination office or with Qispos. Contact Beate Nießen [2] if you have any problems with registration.
Schedule
There will be NO lecture on Tuesday, February 6. The replacement lecture will be in MA 316 on Wednesday, January 17, at 2:15 pm.
| Type | Day | Hours | Room | Lecturer |
|---|---|---|---|---|
| Vorlesung | Tuesday | 1415-1545 | MA
316 | Prof. Dr. Peter Bürgisser
[3] |
Exercise Sheets
There are exercise sheets available which are not graded or marked:
- Sheet 1 [5]
- Sheet 2 [6]
- Sheet 3 [7]
- Sheet 4 [8]
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.
g/fachgebiet_algorithmische_algebra/v_menue/veranstaltu
ngen/2017ss/algebra_4/parameter/de/font1/maxhilfe/
/fachgebiet_algorithmische_algebra/v_menue/members/beat
e_niessen/
g/fachgebiet_algorithmische_algebra/v_menue/members/pro
f_dr_peter_buergisser/parameter/de/font1/maxhilfe/
s/algebra5/contents_algebra_V_ws_17.pdf
s/algebra5/exercises-1-RSG.pdf
s/algebra5/exercises-2-RSG.pdf
s/algebra5/exercises-3-RSG.pdf
s/algebra5/exercises-4-RSG.pdf
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