| Home | Registration | Program | Participants | Organizers | Practical information |
Concentration Week on
Probability in Asymptotic Geometry
College station, July 20-24
|
Monday, July 20 9:00 – 9:45 Registration and coffee 9:45
- 10:35 Sums
of independent
random matrices (I) 10:35 – 11:00 Coffee Break 11:00
- 11:50
Some applications of
the moment method in
random matrix theory (I) 11:50 – 2:00 Lunch
2:00 – 2:50 Positive definite functions and 2:50 3:20 Coffee Break
3:20- 3:45 On the volume of random polytope generated by
points in an
3:50 – 4:15 On the
isotropy constant of |
Tuesday, July 21
9:15
– 10:05 Sums of independent 10:05 – 10:30 Coffee Break 10:30
– 11:20 Random
matrices with
independent log-concave
rows/columns (I) 11:30
– 11:55 On the Mahler conjecture, 11:50 – 2:00 Lunch 2:00
– 2:50 Some recent results on 2:50 - 3:20 Coffee Break 3:20
- 3:45 Properties
of
permutation-invariant 3:50
– 4:15 Small ball probability estimates, |
Wednesday, July 22
9:15
– 10:05 Sums of independent 10:05 – 10:30 Coffee Break 10:30
– 11:20 Random
matrices with
independent log-concave 11:30
– 12:20 Some applications of
|
Thursday, July 23
9:15
– 10:05 Random
matrices with
independent log-concave
rows/columns (III) 10:05 – 10:30 Coffee Break 10:30
– 11:20 Some applications of 11:30
– 12:20 How much entropy is there in quantum non-locality? 11:50 – 2:00 Lunch 2:00
– 2:50 Concentration of 2:50 3:20 Coffee Break 3:20-
4:10 Nazarov's
proof of
Bourgain-Milman 4:20 - 4:45 A
Glivenko-Cantelli
theorem in metric 7:00 Dinner at Madden's
|
Friday, July 24
10:00
– 10:50 From the Mahler conjecture to Gauss linking integrals 10:50 - 11:20 Coffee Break 11:20
– 12:10 Nazarov's proof of
|
| Workshop in Analysis and Probability 2009 |
| Texas A&M University | Mathematics Department | Functional Analysis |