Applied and computational complex analysis. Vol. 3: discrete Fourier analysis—Cauchy integrals—construction of conformal maps---univalent functions
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The problem of defining the distribution of real zeros for random n-th order polynomials whose coefficients have given continuous joint probability density function considered. A new algorithm for defining the distribution of real zeros via multiple integration presented. A theorem validating the algorithm proved. Realization and compatibility of the algorithm discussed.