Schedule

Talks will be in MONT 214.


Friday, November 2

9:30-10
Welcome, Coffee break in the lounge

10-10-50
Sergey Bobkov: Rates of normal approximation in the central limit theorem for weighted sum

11-11-50
Nate Eldredge: Uniform volume doubling and functional inequalities on Lie groups

11-50-1:50
Lunch

1:50-2:40
Kavita Ramanan: Concentration Inequalities for Stochastic Systems with Mean-Field Interactions


2:50-3:40
Davar Khoshnevisan

3:40-4:00
Coffee break

4:00-4:50
Jing Wang


Saturday, November 3

9:00-9:50
Eric Carlen: Spectral Gaps for Reversible Markov Processes with Chaotic Invariant Measures

9:50-10:10
Coffee break

10:10-11:00
Elizabeth Meckes

11:10-12
Christian Houdre:  A Probabilistic Inequality in Functional Analysis

12-1:30pm
Lunch


1:30-2:20pm
Mark Meckes:  Quenched central limit theorem in a corner growth setting

2:30-3:20
Galyna Livshyts:  Are log-concave measures better than log-concave if we assume symmetry?

3:30-4:20
Elisabeth Werner: Random points in convex bodies

 

 

 

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