Let μ be a compactly supported probability measure on the real line. Bercovici-Voiculescu
and Nica-Speicher proved the existence of a free convolution power μ⊞ k for any real k≥ 1 …

Let be independent and identically distributed real-valued random variables with mean zero,
unit variance, and finite moments of all remaining orders. We study the random polynomial …

Let $\mu $ and $\nu $ be probability measures in the complex plane, and let $ p $ and $ q $
be independent random polynomials of degree $ n $, whose roots are chosen …