Add to ORKGAssuming hypothesis only on the sigma-algebra F, we characterize (via Radon spaces) the class of measurable spaces (Omega, F) that admits regular conditional probability for all probabilities on F. (C) 1999 Elsevier Science B.V. All rights reserved.42440941
In this paper, we state conditions sufficient for the existence of conditional expectations. Given a...
Linear spaces consisting of $\sigma$-finite probability measures and infinite measures (improper pri...
We prove that if E is a subset of a Banach space whose density is of measure zero and such that (E,w...
We establish equivalence of several regular conditional probability properties and Radon space. In a...
We extend some known sigma-finiteness and regularity results for (locally finite) Radon measures to ...
We construct two examples of a compact, 0-dimensional space which supports a Radon probability measu...
AbstractWe show that every nonempty compact and convex space M of probability Radon measures either ...
8 pagesA characterization of the barycenters of Radon probability measures supported on a closed con...
In the classical (probability) setting, the Radon-Nikodym Theorem is used to prove the existence of ...
AbstractWe consider completely regular Hausdorff spaces. In this paper we investigate the space of p...
Assumindo apenas hipóteses sobre o espaço amostral ?ômega? e a ?sigma?-álgebra F associada, vamos ca...
Let $(Omega,mathcal{B},P)$ be a probability space, $mathcal{A}subsetmathcal{B}$ a sub-$sigma$-fiel...
Positive and complex radon measures in locally compact Hausdorff spaces.Panchapagesan T., Venkataram...
We begin the study of probabilistic normed spaces (briefly PN spaces ) by giving several examples; (...
The ultraproducts of measurable linear spaces with probability measure are considered. We study some...
In this paper, we state conditions sufficient for the existence of conditional expectations. Given a...
Linear spaces consisting of $\sigma$-finite probability measures and infinite measures (improper pri...
We prove that if E is a subset of a Banach space whose density is of measure zero and such that (E,w...
We establish equivalence of several regular conditional probability properties and Radon space. In a...
We extend some known sigma-finiteness and regularity results for (locally finite) Radon measures to ...
We construct two examples of a compact, 0-dimensional space which supports a Radon probability measu...
AbstractWe show that every nonempty compact and convex space M of probability Radon measures either ...
8 pagesA characterization of the barycenters of Radon probability measures supported on a closed con...
In the classical (probability) setting, the Radon-Nikodym Theorem is used to prove the existence of ...
AbstractWe consider completely regular Hausdorff spaces. In this paper we investigate the space of p...
Assumindo apenas hipóteses sobre o espaço amostral ?ômega? e a ?sigma?-álgebra F associada, vamos ca...
Let $(Omega,mathcal{B},P)$ be a probability space, $mathcal{A}subsetmathcal{B}$ a sub-$sigma$-fiel...
Positive and complex radon measures in locally compact Hausdorff spaces.Panchapagesan T., Venkataram...
We begin the study of probabilistic normed spaces (briefly PN spaces ) by giving several examples; (...
The ultraproducts of measurable linear spaces with probability measure are considered. We study some...
In this paper, we state conditions sufficient for the existence of conditional expectations. Given a...
Linear spaces consisting of $\sigma$-finite probability measures and infinite measures (improper pri...
We prove that if E is a subset of a Banach space whose density is of measure zero and such that (E,w...