Главная
Study mode:
on
1
Date: Mon, 22 April 2019, 15:00 to
2
The Grothendieck inequality
3
max Cut
4
the edge set
5
the edge set with labels
6
the edge set with crossings marked
7
Cut Norm
8
the Cut norm
9
proof
10
proof contd.
11
integer linear program
12
the LP relaxation
13
what we know about the Grothendieck constant
14
Grothendieck constant for graphs
15
the original Grothendieck inequality
16
Kirvine's proof of the Grothendieck inequality
17
an integral
18
evaluation of the integral
19
tensor product
20
Kirvine's proof of the Grothendieck inequality
21
sine hyperbolic
22
completing the proof
23
sine hyperbolic Lemma
24
sharpening the Varopolous inequality
25
Thank you
26
Q&A
Description:
Explore the Grothendieck inequality in this 68-minute colloquium talk by Gadadhar Misra from the Department of Mathematics at the Indian Institute of Science, Bangalore. Delve into the intricacies of this fundamental mathematical concept, including its surprising consequences and applications. Learn about max cut problems, cut norms, and the Grothendieck constant for graphs. Follow Kirvine's proof of the inequality, understand tensor products, and examine the sine hyperbolic lemma. Gain insights into the sharpening of the Varopolous inequality and participate in a Q&A session to further enhance your understanding of this complex topic.

The Grothendieck Inequality by Gadadhar Misra

International Centre for Theoretical Sciences
Add to list