Add to ORKGsummary:Let $G$ be a Polish group with an invariant metric. We characterize those probability measures $\mu$ on $G$ so that there exist a sequence $g_n \in G$ and a compact set $A \subseteq G$ with \, ${\mu}^{*n} (g_n A) \equiv 1$ \, for all $n$
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
In this paper we prove that the space of homogeneous probability measures on the maximal Satake comp...
summary:Let $G$ be a Polish group with an invariant metric. We characterize those probability measur...
summary:Let $G$ be a Polish group with an invariant metric. We characterize those probability measur...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
We reduce the local limit theorem for a non-compact semisimple Lie group acting on its symmetric spa...
Title: Probability distributions on metric groups Author: Josef Ondřej Department: Department of Pro...
Let X1,X2,… be independent, identically distributed random variables taking values from a compact me...
Given a locally compact group G and a probability measure [mu] on G it is of interest to know, in va...
The concentration function problem for locally compact groups, i.e., the structure of groups admitt...
A complete description is given of the class of probability measures on the group ${\mathbb Z}_2^3$,...
We establish the generic inexistence of stationary Borel probability measures for aperiodic Borel ac...
Let G be a locally compact group and μ a probability measure on G. Given a unitary representation μ ...
summary:We calculate the cardinal characteristics of the $\sigma$-ideal $\Cal H\Cal N(G)$ of Haar nu...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
In this paper we prove that the space of homogeneous probability measures on the maximal Satake comp...
summary:Let $G$ be a Polish group with an invariant metric. We characterize those probability measur...
summary:Let $G$ be a Polish group with an invariant metric. We characterize those probability measur...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
We reduce the local limit theorem for a non-compact semisimple Lie group acting on its symmetric spa...
Title: Probability distributions on metric groups Author: Josef Ondřej Department: Department of Pro...
Let X1,X2,… be independent, identically distributed random variables taking values from a compact me...
Given a locally compact group G and a probability measure [mu] on G it is of interest to know, in va...
The concentration function problem for locally compact groups, i.e., the structure of groups admitt...
A complete description is given of the class of probability measures on the group ${\mathbb Z}_2^3$,...
We establish the generic inexistence of stationary Borel probability measures for aperiodic Borel ac...
Let G be a locally compact group and μ a probability measure on G. Given a unitary representation μ ...
summary:We calculate the cardinal characteristics of the $\sigma$-ideal $\Cal H\Cal N(G)$ of Haar nu...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
We conjecture that the set of homogeneous probability measures on the maximal Satake compactificatio...
In this paper we prove that the space of homogeneous probability measures on the maximal Satake comp...