Add to ORKGThe concept of paranorm given by A. Wilansky in(Wilansky, 1964)suggests to us the construction of a more restrictive type of probabilistic spaces. One introduces the notion of Probabilistic Total Paranormed spaces (briefly PTPN spaces) and we characterize a class of probabilistic normed spaces which are also PTPN spaces.Finally we show the relationship between F-spaces and PTPN spaces
In this paper, generalized probabilistic n-normed spaces are studied, topological properties of thes...
In this article, after introducing the probabilistic n-normed spaces we define probabilistic n-Banac...
AbstractProbabilistic Normed spaces have been redefined by C. Alsina, B. Schweizer and A. Sklar. But...
The concept of paranorm given by A. Wilansky in(Wilansky, 1964)suggests to us the construction of a ...
We begin the study of probabilistic normed spaces (briefly PN spaces ) by giving several examples; (...
Probabilistic Normed Spaces (PN spaces) have recently been redefined by Alsina, Schweizer and Skla...
We use the definition of probabilistic normed space (briefly, PN space) proposed by Alsina, Schweize...
Quotient spaces of probabilistic normed spaces have never been considered. This note is a first atte...
The notion of a probabilistic metric space corresponds to the situations when we do not know exactly...
We introduce the concept of semi-invariance among the PN spaces. In this paper we will find a suffic...
The notion of a probabilistic metric space corresponds to the situations when we do not know exactly...
We introduce the concept of semi-invariance among the PN spaces. In this paper we will find a suffic...
Probabilistic normed linear spaces (briefly PNL spaces) were first studied by A. N. Serstnev in [1]....
The main objective of the study was to understand the notion of Λ-convergence and to study the notio...
AbstractIn this paper we will reconsider the topological structure of Menger probabilistic normed sp...
In this paper, generalized probabilistic n-normed spaces are studied, topological properties of thes...
In this article, after introducing the probabilistic n-normed spaces we define probabilistic n-Banac...
AbstractProbabilistic Normed spaces have been redefined by C. Alsina, B. Schweizer and A. Sklar. But...
The concept of paranorm given by A. Wilansky in(Wilansky, 1964)suggests to us the construction of a ...
We begin the study of probabilistic normed spaces (briefly PN spaces ) by giving several examples; (...
Probabilistic Normed Spaces (PN spaces) have recently been redefined by Alsina, Schweizer and Skla...
We use the definition of probabilistic normed space (briefly, PN space) proposed by Alsina, Schweize...
Quotient spaces of probabilistic normed spaces have never been considered. This note is a first atte...
The notion of a probabilistic metric space corresponds to the situations when we do not know exactly...
We introduce the concept of semi-invariance among the PN spaces. In this paper we will find a suffic...
The notion of a probabilistic metric space corresponds to the situations when we do not know exactly...
We introduce the concept of semi-invariance among the PN spaces. In this paper we will find a suffic...
Probabilistic normed linear spaces (briefly PNL spaces) were first studied by A. N. Serstnev in [1]....
The main objective of the study was to understand the notion of Λ-convergence and to study the notio...
AbstractIn this paper we will reconsider the topological structure of Menger probabilistic normed sp...
In this paper, generalized probabilistic n-normed spaces are studied, topological properties of thes...
In this article, after introducing the probabilistic n-normed spaces we define probabilistic n-Banac...
AbstractProbabilistic Normed spaces have been redefined by C. Alsina, B. Schweizer and A. Sklar. But...