University of Connecticut

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Mathematics Colloquium
Random interlacing arrays
Leonid Petrov (University of Virginia)

Thursday, February 27, 2020
3:30pm – 4:30pm

Storrs Campus
MONT 214

I will describe two main types of objects in Integrable Probability - measures on interlacing integer arrays (whose probability weights are given in terms of symmetric functions), and exactly solvable stochastic interacting particle systems like TASEP. Various connections between the two allow to extract fine asymptotic information for particle systems essentially by algebraic manipulations. I will describe recent advances of the theory based on symmetric functions outside the classical Macdonald hierarchy.

Contact:

Kyu-Hwan Lee

Mathematics Colloquium (primary), College of Liberal Arts and Sciences, UConn Master Calendar

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