Computes average modulus of random polynomials with normal coefficients on unit circle and disk and derives Markov inequality bounds on maximum modulus for Gaussian and uniform coefficients.
A Lower Bound for the Maximum of a Polynomial in the Unit Disc, Anal Math., 46, 67–76 (2020)
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On Average Modulus of Random Polynomials Over a Unit Circle and Disc
Computes average modulus of random polynomials with normal coefficients on unit circle and disk and derives Markov inequality bounds on maximum modulus for Gaussian and uniform coefficients.