Add to ORKGAbstract. The notion of a conservative Markov operator in Lc • spaces is generalized to Riesz spaces, along with some principal results. In particular a zero-two law for order convergence is proved. 1. Introduction. I
We introduce the lambda-statistical monotone and the lambda-statistical order convergent sequences i...
The main purposes of this work are the following: (i) To show how an order relation can be introduce...
In this paper we give a version of the Kondurar theorem for functions tak-ing values in Riesz spaces...
Some kinds of statistical convergence have been studied and investigated on Riesz spaces with respec...
Some kinds of statistical convergence have been studied and investigated on Riesz spaces with respec...
Following several papers in the prior literature, we study the relationship between order bounded op...
ABSTRACT. The Hopf decomposition of Loo, associated with a Markov operator, is generalized to positi...
The aim of the graduate work is to study order continuous operators on Riesz spaces and to determine...
The aim of the graduate work is to study order continuous operators on Riesz spaces and to determine...
AbstractA linear operator T from a normed space G into a Riesz space F is called a Carleman operator...
In this paper, it is shown that every compact operators are bounded and continuous. The bounded and ...
Pre-Riesz spaces are partially ordered vector spaces which are order dense sub-spaces of vector latt...
Order convergence and unbounded order convergence are not topological terms on Riesz space. On the o...
summary:Let $L$, $M$ be Archimedean Riesz spaces and $\Cal L_{b}(L,M)$ be the ordered vector space o...
We introduce the lambda-statistical monotone and the lambda-statistical order convergent sequences i...
We introduce the lambda-statistical monotone and the lambda-statistical order convergent sequences i...
The main purposes of this work are the following: (i) To show how an order relation can be introduce...
In this paper we give a version of the Kondurar theorem for functions tak-ing values in Riesz spaces...
Some kinds of statistical convergence have been studied and investigated on Riesz spaces with respec...
Some kinds of statistical convergence have been studied and investigated on Riesz spaces with respec...
Following several papers in the prior literature, we study the relationship between order bounded op...
ABSTRACT. The Hopf decomposition of Loo, associated with a Markov operator, is generalized to positi...
The aim of the graduate work is to study order continuous operators on Riesz spaces and to determine...
The aim of the graduate work is to study order continuous operators on Riesz spaces and to determine...
AbstractA linear operator T from a normed space G into a Riesz space F is called a Carleman operator...
In this paper, it is shown that every compact operators are bounded and continuous. The bounded and ...
Pre-Riesz spaces are partially ordered vector spaces which are order dense sub-spaces of vector latt...
Order convergence and unbounded order convergence are not topological terms on Riesz space. On the o...
summary:Let $L$, $M$ be Archimedean Riesz spaces and $\Cal L_{b}(L,M)$ be the ordered vector space o...
We introduce the lambda-statistical monotone and the lambda-statistical order convergent sequences i...
We introduce the lambda-statistical monotone and the lambda-statistical order convergent sequences i...
The main purposes of this work are the following: (i) To show how an order relation can be introduce...
In this paper we give a version of the Kondurar theorem for functions tak-ing values in Riesz spaces...