Vera Serganova lectures
Tuesday, December 13, 2005 10:46:41 PM
Lecture Notes of a course on RT by Vera Serganova. The course was given fall this year. Same theory, different angle. ( Math 252,
Representation theory
, MWF 12:00-1:00, 5 Evans, Fall 2005 ) There is material in this set of notes I haven't seen anywhere else, be it lecture notes or books. I think the lecture on
representations of Quivers
will be very interesting. There are some beautiful exercises in the homework sets, like for example.
"... Let G be the group of matrices ( ( 1, x, y) , (0, 1, z) , (0, 0, 1) ), where x, y, z are elements of the finite field F5. Classify the irreducible representations of G over C. ..."
"... Let G be the group of matrices ( ( 1, x, y) , (0, 1, z) , (0, 0, 1) ), where x, y, z are elements of the finite field F5. Classify the irreducible representations of G over C. ..."


