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TO DO LIST for my algebra grad notes (2008-)
Lecture Notes on Representation theory of finite dimensional algebras
To do
This is a work in progress. Here we note some jobs that need doing
(entirely for my own organisational benefit).
Dates are gregorian-1 (cf handwritten notes etc);
numbering is from version printed 30/3/11.
- LAYOUT:
- Overview/summary/quick version
- Notations/examples/statement of problem/easy stuff/bootstrapping
- General notes: categories; rings; modules; algebra reps
- Examples: S_n, T_n, P_n, B_n, Lie algebras
- 10/10/10 ss7.8 Forms...: sort it out!
- 1/8/11 ss2.5 add k-alg examples ordered by dimension
- 1/8/11 collect properties of tensor products together;
say more on R-L-handedness of modules; do right-module ver of (6.6.10)
- 1/12/11 overhaul Brauer stuff!
- 2/12/11 reorganise Cayley graph stuff - Ch.3 (geom)/8/9 (S_n).
- 12/12/12 spellcheck!
-
- 12/12/12 integrate generic-lectures into Ch.15
- trim loose ends in Ch.15
- finish ss15.6 based on [92]
- integral case of cv form calcs
-
Organiser:
Paul