Add to ORKGWe estimate a lower bound of the number of real roots of a random algebraic equation whose random coefficients are dependent Gaussian random variables.Random algebraic equations Dependent normal distribution Real roots
AbstractWe obtain bounds as a function ofn, for the number of real solutions of the random algebraic...
AbstractWe consider a random polynomial system with m equations and m real unknowns. Assume all equa...
International audienceWe obtain the asymptotic variance, as the degree goes to infinity, of the norm...
We estimate a lower bound for the number of real roots of a random alegebraic equation whose random ...
We estimate the upper bound of the number of positive roots of a random algebraic equation whose ran...
An estimate is given for the lower bound of real zeros of random algebraic polynomials whose coeffic...
Real polynomials have very often very few real roots, and when algorithms depend on the number of re...
AbstractSuppose that the n + 1 coefficients of a polynomial of degree n are independent normally dis...
A random algebraic polynomial of degree $n $ is of the form $F_{n}(X, \omega)=k=0\sum a_{k(\omega}n)...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractThis paper, for any constantK, provides an exact formula for the average density of the dist...
The mean number of roots of a multihomogeneous system of polynomial equations (with respect to a nat...
Abstract. We present a useful formula for the expected number of maxima of a normal process ξ(t) tha...
Abstract. We present a useful formula for the expected number of maxima of a normal process ξ(t) tha...
AbstractWe obtain bounds as a function ofn, for the number of real solutions of the random algebraic...
AbstractWe consider a random polynomial system with m equations and m real unknowns. Assume all equa...
International audienceWe obtain the asymptotic variance, as the degree goes to infinity, of the norm...
We estimate a lower bound for the number of real roots of a random alegebraic equation whose random ...
We estimate the upper bound of the number of positive roots of a random algebraic equation whose ran...
An estimate is given for the lower bound of real zeros of random algebraic polynomials whose coeffic...
Real polynomials have very often very few real roots, and when algorithms depend on the number of re...
AbstractSuppose that the n + 1 coefficients of a polynomial of degree n are independent normally dis...
A random algebraic polynomial of degree $n $ is of the form $F_{n}(X, \omega)=k=0\sum a_{k(\omega}n)...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractThis paper, for any constantK, provides an exact formula for the average density of the dist...
The mean number of roots of a multihomogeneous system of polynomial equations (with respect to a nat...
Abstract. We present a useful formula for the expected number of maxima of a normal process ξ(t) tha...
Abstract. We present a useful formula for the expected number of maxima of a normal process ξ(t) tha...
AbstractWe obtain bounds as a function ofn, for the number of real solutions of the random algebraic...
AbstractWe consider a random polynomial system with m equations and m real unknowns. Assume all equa...
International audienceWe obtain the asymptotic variance, as the degree goes to infinity, of the norm...