Events
Reading seminar on solvable lattice models in Fall 2023
Reading seminar on solvable lattice models in Fall 2023
How to Solve the Stochastic Six Vertex Model
How to Solve the Stochastic Six Vertex Model - lecture notes in progress for the mini-course at the summer school "Probability and Algebra: New Expressions In Mathematics", Texas A&M, July 2023
Course notes on random matrices
MATH 8380 Random Matrices (Fall 2019) • PDF course notes • Course page
Reading seminar on integrable probability in Spring 2019
Reading seminar on integrable probability in Spring 2019
Virginia Integrable Probability Summer School
Virginia Integrable Probability Summer School will be held
at University of Virginia
from May 27 to June 8, 2019
Workshop on Representation Theory, Combinatorics, and Geometry
Workshop on Representation Theory, Combinatorics, and Geometry
will be at University of Virginia on October 19-21, 2018. The workshop precedes
the Virginia Mathematics Lectures by Andrei Okounkov (October 22-24)
Integrable Probability Boston 2018
The conference Integrable Probability Boston 2018 was held on May 14-18, 2018 at MIT, Cambridge, MA.
First FRG workshop, October 2017, Columbia University
The first Integrable Probability FRG workshop was held on October 27-29, 2017 at Columbia University in New York. Some photos from the meeting.
Seminar on Stochastic Processes 2017
The Seminar on Stochastic Processes (SSP) in 2017 was held from Wednesday, March 8, through Saturday, March 11. It was hosted by the University of Virginia. Conference website (opens in new tab).
Reading seminar on integrable probability in Spring 2017
In the Spring 2017 me and Axel Saenz will continue with the Integrable Probability Reading Seminar. This time the topic will be “From random tilings to Kardar-Parisi-Zhang universality.” In terms of content, this is not a continuation of the Fall’s seminar. In the Spring, the seminar’s aim is to give a user-friendly introduction to modern and rapidly developing topics in probability theory with connections to combinatorics, algebra, representation theory on one side, and statistical physics and many other applications on the other side.