8:00am 


9:00am 


10:00am 


11:00am 


12:00pm 


1:00pm 


2:00pm 
[2:30pm] Sarjick Bakshi: IIT Bombay
 Description:
 Reading Seminar
Thursday, 24 February · 2:30 – 3:45 pm
Google Meet joining info
Video call link: https://meet.google.com/auvmwknixh
Website
The speaker is Sarjick Bakshi. He will give the 4th talk on the following topics.
Title: Modular representations of Algebraic groups,
Abstract:
We will discuss a few important and classical theorems in the representation theory of reductive algebraic groups like the BorelWeilBott theorem, Kempf's vanishing theorem. The main reference would be Jantzen's book ``Representation theory of Algebraic Groups'' and a note by Andersen ``Modular representation of Algebraic groups and Relations to Quantum groups''.


3:00pm 

4:00pm 


5:00pm 
[5:30pm] PierreDamien Thizy (Institut Camille Jordan, Université Claude Bernard Lyon 1, France)
 Description:
 Analysis seminar series.
https://sites.google.com/math.iitb.ac.in/geometricanalysis/home
Speaker: PierreDamien Thizy (Institut Camille Jordan, Université Claude
Bernard Lyon 1, France)
Time: February 24, Thursday, 5:30 pm
Title: Large blowup sets for Qcurvature equations
Abstract: On a bounded domain of the Euclidean space $\mathbb{R}^{2m}$,
m>1, Adimurthi, Robert and Struwe pointed out that, even assuming a volume
bound $\int e^{2mu} dx\le C$, some blowup solutions for prescribed
Qcurvature equations $(\Delta)^m u= Q e^{2m u}$ without boundary
conditions may blowup not only at points, but also on the zero set of
some nonpositive nontrivial polyharmonic function. This is in striking
contrast with the two dimensional case (m=1). During this talk, we will
discuss the construction of such solutions which involve (possible
generalizations of) the WalshLebesgue theorem and some issues about
elliptic problems with measure data.
Google Meet joining info
Video call link: https://meet.google.com/efeorejzet
Or dial: (US) +1 6515603980 PIN: 954 349 109#


6:00pm 

