Add to ORKGWe obtain exact inequalities which connect moments of some functions of sums of independent random variables taking values in a measurable Abelian group and those for the accompanying infinitely divisible laws. Some applications to empirical processes are studied
We study the joint distribution of random abelian and non-abelian groups. In the abelian case, we pr...
In the thesis the examining problems of random permutations are attributed to the probabilistic comb...
In this paper, we consider a class of additive functionals of a finite or countable collection of th...
We obtain exact inequalities which connect moments of some functions of sums of independent random v...
A general method for obtaining moment inequalities for functions of independent random variables is ...
A general method for obtaining moment inequalities for functions of independent random variables is ...
The doctoral dissertation deals with additive functions defined on combinatorial structures. The pro...
The doctoral dissertation deals with additive functions defined on combinatorial structures. The pro...
ABSTRACT. A moment inequality is proved for sums of independent random variables in the Lorentz spac...
In this note the asymptotic behaviour of absolute moments of infinitely divisible (inf div) distribu...
A moment inequality is proved for sums of independent random variables in the Lorentz spaces LPtq, t...
We study the moment problem for finitely additive probabilities and show that the information provid...
Let ξ and η be independent random variables having equal variance. In order that ξ + ...
We establish in this paper a new form of Plünnecke-type inequalities for ergodic probability measure...
We investigate convolution semigroups of probability measures with continuous densities on locally c...
We study the joint distribution of random abelian and non-abelian groups. In the abelian case, we pr...
In the thesis the examining problems of random permutations are attributed to the probabilistic comb...
In this paper, we consider a class of additive functionals of a finite or countable collection of th...
We obtain exact inequalities which connect moments of some functions of sums of independent random v...
A general method for obtaining moment inequalities for functions of independent random variables is ...
A general method for obtaining moment inequalities for functions of independent random variables is ...
The doctoral dissertation deals with additive functions defined on combinatorial structures. The pro...
The doctoral dissertation deals with additive functions defined on combinatorial structures. The pro...
ABSTRACT. A moment inequality is proved for sums of independent random variables in the Lorentz spac...
In this note the asymptotic behaviour of absolute moments of infinitely divisible (inf div) distribu...
A moment inequality is proved for sums of independent random variables in the Lorentz spaces LPtq, t...
We study the moment problem for finitely additive probabilities and show that the information provid...
Let ξ and η be independent random variables having equal variance. In order that ξ + ...
We establish in this paper a new form of Plünnecke-type inequalities for ergodic probability measure...
We investigate convolution semigroups of probability measures with continuous densities on locally c...
We study the joint distribution of random abelian and non-abelian groups. In the abelian case, we pr...
In the thesis the examining problems of random permutations are attributed to the probabilistic comb...
In this paper, we consider a class of additive functionals of a finite or countable collection of th...