Seminar: Representation Theory of Finite Groups - Daniel Dallaire

Thursday, March 31, 2022 - 16:00

the fourth talk in a four-part series to explore the connectedness of mathematics

Representation theory is an area of math in which we study algebraic objects by looking at how they can act on vector spaces. The representation theory of finite groups finds important applications to physics, probability theory, and harmonic analysis, among other topics. Additionally, it shows off many of the core ideas of representation theory as a whole. In this talk, we give an introduction to finite group representation theory and the theory of characters on them.

Odette 108 & online via MS Teams

4pm | Thursday, March 31

email mthsta1@uwindsor.ca for more info

 

UWindsor Logo with text below: Department of Mathematics & Statistics Upcoming seminar: Representation Theory of Finite Groups - the fourth talk in a four part series to explore the connectedness of mathematics Daniel Dallaire - Representation theory is an area of math in which we study algebraic  objects by looking at how they can act on vector spaces. The representation theory of finite groups finds important applications to physics, probability theory, and harmonic analysis, among other topics. Additionally, it shows off many of the core ideas of representation theory as a whole. In this talk, we give an introduction to finite group representation theory and the theory of characters on them.  Odette 108 and online via MS Teams 4pm Thursday, March 31, email mthsta1@uwindsor.ca for more info attendance recorded for UWindsor Math & Stats MSc and PhD students

(519)253-3000