The school consists of five mini-courses (5 hours each) in the morning, accompanied by three problem sessions in the afternoon.
|
Mini-course |
Title |
Lecturer |
|
A |
Algebraic groups and finite groups of Lie type |
Martin Liebeck |
|
B |
Character theory of finite groups |
Gabriel Navarro |
|
C |
Deligne-Lusztig theory and modular representations of finite groups of Lie type |
Oliver Dudas/Jay Taylor |
|
D |
Applications of group representation theory to other areas of mathematics |
Oliver Dudas/Jay Taylor |
|
E |
Local systems with finite monodromy |
Fernando Rodriguez Villegas |
Problem sessions:
(B1) Representation theory of finite groups (Hung Phi Tong-Viet and Vo Thi Nhu Quynh)
(B2) Algebraic groups and finite groups of Lie type (Nguyen Ngoc Hung and Dao Phương Bac)
(B3) Applications and computational aspects (Nguyen Duy Tan and Thi Kim Nguyen Ngan)