Title: Large gap asymptotics for Meijer-G point processes
Abstract: The Meijer-G point process describes the limiting eigenvalue
distribution at the hard edge for certain product random matrix
ensembles and coupled random matrix models. In this talk, I will first
present recent results on the third and fourth coefficients in the large
gap asymptotics for the Meijer-G point process. Then I will present
ongoing work on the large gap asymptotics for a generalized two-level
Meijer-G point process which is related to the joint eigenvalue
distribution of the Cauchy-Laguerre two-matrix model.
This is joint work with Christophe Charlier and Jonatan Lenells.