Add to ORKGInternational audienceIn this paper we consider a random variable arising from a problem of geometrical intersection between a fixed convex body K and a System of random lines in E2
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...
We present a systematic study of the expected complexity of the intersection of geometric objects. W...
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...
International audienceIn this paper we consider a random variable arising from a problem of geometri...
Abstract. In this paper we consider a random variable arising from a problem of geometrical intersec...
The problem of finding the convex hull of the intersection points of random lines was studied in Dev...
An arrangement of n lines chosen at random from R-2 has a vertex set whose convex hull has constant ...
Let En be the Euclidean space of n dimensions. We consider sets of line segments given at random in ...
We solve the Buffon-Laplace problem of calculating the probability that a "small" convex body T (reg...
Our purpose is the study of the so called “mixed random mosaics”, formed by superposition of a given...
AbstractThe probability distributions (defined in an ergodic sense) of various aggregates of random ...
Random polytopes can be constructed in many different ways. In this thesis two certain kinds are con...
A cluster $Zn$ of $n$ line segments ($1leq n<infty$) is dropped at random onto two given lattices $R...
In the present paper a representation for the measure of planes intersecting a convex body, using st...
The paper discusses problems which appear in statistics of random polyhedra. Several parametric mod...
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...
We present a systematic study of the expected complexity of the intersection of geometric objects. W...
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...
International audienceIn this paper we consider a random variable arising from a problem of geometri...
Abstract. In this paper we consider a random variable arising from a problem of geometrical intersec...
The problem of finding the convex hull of the intersection points of random lines was studied in Dev...
An arrangement of n lines chosen at random from R-2 has a vertex set whose convex hull has constant ...
Let En be the Euclidean space of n dimensions. We consider sets of line segments given at random in ...
We solve the Buffon-Laplace problem of calculating the probability that a "small" convex body T (reg...
Our purpose is the study of the so called “mixed random mosaics”, formed by superposition of a given...
AbstractThe probability distributions (defined in an ergodic sense) of various aggregates of random ...
Random polytopes can be constructed in many different ways. In this thesis two certain kinds are con...
A cluster $Zn$ of $n$ line segments ($1leq n<infty$) is dropped at random onto two given lattices $R...
In the present paper a representation for the measure of planes intersecting a convex body, using st...
The paper discusses problems which appear in statistics of random polyhedra. Several parametric mod...
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...
We present a systematic study of the expected complexity of the intersection of geometric objects. W...
In the paper "Isoperimetry of waists and local versus global asymptotic convex geometries",...