Speaker
Anton Nazarov
(SPbSU)
Description
We demonstrate that the limit density of eigenvalues of random matrices from Jacobi Unitary Ensemble (JUE) coincides with the transition probability for the limit shape of random Young diagrams with respect to the measure obtained from skew Howe duality. We discuss conjectural connection of asymptotics of correlation functions in these random ensembles.
Authors
Anton Nazarov
(SPbSU)
Matvey Sushkov
(PDMI RAS)