Critical values of Gaussian $SU(2)$ random polynomials

On the average number of sharp crossings of certain Gaussian random polynomials

On Classifications of Random Polynomials

 Let $ a_0 (omega), a_1 (omega), a_2 (omega), dots, a_n (omega)$ be a sequence of independent random variables defined on a fixed probability space $(Omega, Pr, A)$. There are many known results for the expected number of real zeros of a polynomial $ a_0 (omega) psi_0(x)+ a_1 (omega)psi_1 (x)+, a_2 (omega)psi_2 (x)+...

Gaussian random polynomials and analytic functions

Autoregressive Gaussian Random Vectors of First Order

on the average number of sharp crossings of certain gaussian random polynomials