International audienceWe derive explicit formulae for the expected volume and the expected number of facets of the convex hull of several multidimensional Gaussian random walks in terms of the Gaussian persistence probabilities. Special cases include the already known results about the convex hull of a single Gaussian random walk and the $d$-dimensional Gaussian polytope with or without the origin
International audienceWe investigate the geometric properties of the convex hull over $n$ successive...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
Features related to the perimeter of the convex hull C„ of a random walk in R2 are studied, with par...
Let Sk be a random walk in R d such that its distribution of increments does not assign mass to hype...
Features related to the perimeter of the convex hull C„ of a random walk in R2 are studied, with par...
International audienceRandom polytopes have constituted some of the central objects of stochastic ge...
International audienceRandom polytopes have constituted some of the central objects of stochastic ge...
AbstractThe convex hull of a set of independent random points sampled from three types of sphericall...
AbstractLet K be a convex body in Rd and let Xn=(x1,…,xn) be a random sample of n independent points...
We consider geometric functionals of the convex hull of normally distributed random points in Eu-cli...
International audienceWe investigate the geometric properties of the convex hull over $n$ successive...
International audienceWe investigate the geometric properties of the convex hull over $n$ successive...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
International audienceWe derive explicit formulae for the expected volume and the expected number of...
Features related to the perimeter of the convex hull C„ of a random walk in R2 are studied, with par...
Let Sk be a random walk in R d such that its distribution of increments does not assign mass to hype...
Features related to the perimeter of the convex hull C„ of a random walk in R2 are studied, with par...
International audienceRandom polytopes have constituted some of the central objects of stochastic ge...
International audienceRandom polytopes have constituted some of the central objects of stochastic ge...
AbstractThe convex hull of a set of independent random points sampled from three types of sphericall...
AbstractLet K be a convex body in Rd and let Xn=(x1,…,xn) be a random sample of n independent points...
We consider geometric functionals of the convex hull of normally distributed random points in Eu-cli...
International audienceWe investigate the geometric properties of the convex hull over $n$ successive...
International audienceWe investigate the geometric properties of the convex hull over $n$ successive...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...
Abstract In this paper we study the statistical properties of convex hulls of N random points in a p...