Thorsten Neuschel (DCU)

will speak on

Universal Limits and their Transitions in Random Matrix Theory

Time: 2:00PM
Date: Wed 2nd October 2024
Location: E0.32 (beside Pi restaurant) [map]

Abstract: By studying the asymptotic behavior of the correlations of a large number of non-intersecting Brownian motions, we demonstrate how universal limits, in the form of the sine, Airy, and Pearcey kernels, arise in Random Matrix Theory. Moreover, we explicitly study the transitions from the Pearcey to Airy, Pearcey to sine, and Airy to sine kernels. This is joint work with Martin Venker.

(This talk is part of the Probability series.)

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