We survey results on the distribution of zeros of random polynomials and of random holomorphic sections of line bundles, especially for large classes of probability measures on the spaces of holomorphic sections. We provide furthermore some new examples of measures supported in totally real subsets of the complex probability space
Traditional approaches to the study of random polynomials and random analytic functions have focusse...
We study the expected number of real zeros for random linear combinations of orthogonal polynomials ...
The purpose of this thesis is to determine the asymptotic of the average energy of a configuration o...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random hol...
A random polynomial is a polynomial whose coefficients follow some probability distribution. The fun...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
Cette thèse étudie les équidistributions de zéros de sections holomorphesaléatoires de fibrés en dro...
Traditional approaches to the study of random polynomials and random analytic functions have focusse...
We study the expected number of real zeros for random linear combinations of orthogonal polynomials ...
The purpose of this thesis is to determine the asymptotic of the average energy of a configuration o...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
We survey results on the distribution of zeros of random polynomials and of random holomorphic secti...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random holom...
In this work we prove an universality result regarding the equidistribution of zeros of random hol...
A random polynomial is a polynomial whose coefficients follow some probability distribution. The fun...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
We study an equidistribution problem for zeros of random polynomials represented with respect to a b...
Cette thèse étudie les équidistributions de zéros de sections holomorphesaléatoires de fibrés en dro...
Traditional approaches to the study of random polynomials and random analytic functions have focusse...
We study the expected number of real zeros for random linear combinations of orthogonal polynomials ...
The purpose of this thesis is to determine the asymptotic of the average energy of a configuration o...
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