Add to ORKGWe study the metrizability of the topology of weak convergence in the setting of finitely additive distribution functions
We introduce the notion of convergence in distribution for bounded monotone set functions on the rea...
In this note we state an extension of a Cafiero's criterion and some Dieudonné convergence type th...
We discuss three forms of convergence in distribution which are stronger than the normal weak conver...
We study the problem of metrizing the space of distribution functions of finitely additive probabili...
We introduce a new family of metrics on the space of distribution functions, following consideration...
Many fundamental theorems in the classical countably additive probability theory are related with th...
A metric on the space of mulivariate distribution functions is introduced and it is shown that the c...
Abstract. Convergence in distribution is investigated in a finitely additive setting. Let Xn be maps...
We study the connection between weak convergence in the space $\Delta_r$ of multiple distribution fu...
none3noConvergence in distribution is investigated in a finitely additive setting. Let $X_n$ be map...
Weak convergence in the space of distribution functions can be metrized the metric of a symmetric sp...
The purpose of the paper is to study the topology of the weak convergence of masses (i.e. positive b...
We point out that the weak convergence and the convergence in distributions are not equivalent in a ...
A notion of convergence in distribution for non (necessarily) measurable random elements, due to Hof...
A notion of convergence in distribution for non (necessarily) measurable random elements, due to Hof...
We introduce the notion of convergence in distribution for bounded monotone set functions on the rea...
In this note we state an extension of a Cafiero's criterion and some Dieudonné convergence type th...
We discuss three forms of convergence in distribution which are stronger than the normal weak conver...
We study the problem of metrizing the space of distribution functions of finitely additive probabili...
We introduce a new family of metrics on the space of distribution functions, following consideration...
Many fundamental theorems in the classical countably additive probability theory are related with th...
A metric on the space of mulivariate distribution functions is introduced and it is shown that the c...
Abstract. Convergence in distribution is investigated in a finitely additive setting. Let Xn be maps...
We study the connection between weak convergence in the space $\Delta_r$ of multiple distribution fu...
none3noConvergence in distribution is investigated in a finitely additive setting. Let $X_n$ be map...
Weak convergence in the space of distribution functions can be metrized the metric of a symmetric sp...
The purpose of the paper is to study the topology of the weak convergence of masses (i.e. positive b...
We point out that the weak convergence and the convergence in distributions are not equivalent in a ...
A notion of convergence in distribution for non (necessarily) measurable random elements, due to Hof...
A notion of convergence in distribution for non (necessarily) measurable random elements, due to Hof...
We introduce the notion of convergence in distribution for bounded monotone set functions on the rea...
In this note we state an extension of a Cafiero's criterion and some Dieudonné convergence type th...
We discuss three forms of convergence in distribution which are stronger than the normal weak conver...