Dear colleagues,

The Columbia-Princeton probability day will occur on May 7th. This year, the day will feature an exciting array of talks from postdocs and graduate students at Columbia and Princeton. The event is entirely virtual and the program and zoom link can be found at the website (http://www.math.columbia.edu/department/probability/CP-21/index.htm) as well as below. 

This should be a very interesting day of short talks, so please come and circulate this announcement to your colleagues.

Best,
Ivan


Zoom link: https://columbiauniversity.zoom.us/j/97155561297?pwd=b3RUUElQekZNN3pDQTVGRElRb0dKUT09

May 7th Schedule (all times are in eastern time (NYC time)):
10:00-10:25 Guillaume Remy (Columbia) Probabilistic construction of conformal blocks for Liouville CFT
10:30-10:45 Jiacheng Zhang (Princeton) Superposition and mimicking theorems for conditional McKean-Vlasov equations
10:45-11:00 Weitao Zhu (Columbia) Upper-tail large deviation principle of the ASEP
11:10-11:35 Carsten Chong (Columbia) The Parabolic Anderson Model with Lévy noise: Existence, Moments, and Intermittency
11:40-11:55 Lingfu Zhang (Princeton) A cutoff transition for repeated averages
11:55-12:10 Shuangping Li (Princeton) Proof of the Contiguity Conjecture and Lognormal Limit for the Symmetric Perceptron
1:00-1:25 Duncan Dauvergne (Princeton) Infection spread in a sea of random walks
1:30-1:45 Sayan Das (Columbia) Large deviations for discrete beta-ensembles 
1:45-2:00 Suqi Liu (Princeton) Phase transition in noisy high-dimensional random geometric graphs
2:10-2:35 Konstantin Matetski (Columbia) Directed mean curvature flow in noisy environment
2:40-2:55 Shalin Parekh (Columbia) An operator formulation of Strassen's Law
2:55-3:10 Graeme Baker (Princeton) On processes converging to the supercooled Stefan problem
3:30-3:55 Evgeni Dimitrov (Columbia) Characterization of Gibbsian line ensembles
4:00-4:15 Scander Mustapha (Princeton) Trend to equilibrium for the granular media equation under non-convex potentials