A note on normal matrix ensembles at the hard edge

Abstract

We investigate how the theory of quasipolynomials due to Hedenmalm and Wennman works in a hard edge setting and obtain as a consequence a scaling limit for radially symmetric potentials.

A technical problem was discovered, which means that we do not obtain universality in this note

References in corpus (1)

• Topology of quadrature domains

Cited by in corpus (1)

• Edge scaling limit of the spectral radius for random normal matrix ensembles at hard edge