Abstract:
The quantum groups, introduced in Drinfeld's 1986 ICM talk, have found numerous applications to diverse areas including mathematical physics, representation theory, algebraic combinatorics, and low dimensional topology.
I will give a crash course that includes the following features of the quantum groups:
(1) The origin of the terminology as solutions to the Yang-Baxter equations,
(2) The definition and its relation to Lie theory,
(3) The canonical basis and its connection to geometric representation theory,
(4) The quantum Schur-Weyl duality
參考連結
https://sites.google.com/view/sgsnthu/home
2024-04-11 16:30 ~ 2024-04-11 18:00
賴俊儒 教授
Room 201, General Building III