Random permutations, partitions and PDEs
Ivan Corwin
Columbia University, New York
http://www.math.columbia.edu/~corwin/
Date(s) : 19/03/2019 iCal
14h30 - 15h30
We start with a seemingly innocuous question — what do large random permutations look like? Focusing on the structure of their « increasing subsequences » we encounter some remarkable mathematics related to symmetric functions (e.g. Schur and Macdonald), random matrices, and stochastic PDEs. No prior knowledge of any of this will be assumed.
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