Strong and weak confinement in the Freud ensemble of random matrices
Igor Krasovsky (Imperial College London)
We obtain asymptotic expressions for a large interval without eigenvalues in the Freud ensemble of random matrices (the unitary ensemble associated with Freud polynomials with weight exp(-|x|^beta), beta>0). A remarkable transition takes place when beta crosses the value 1.
This is a joint work with Tom Claeys and Olexander Minakov.
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