This article is devoted to the study of pointwise product vector measure duality. The properties of Hilbert function space of integrable functions and pointwise sections of measurable sets are considered through the application of integral representation of product vector measures, inner product functions and products of measurable sets
AbstractIn this paper we define multiresolution analysis (MRA) in function space Lp(Ω,μ) for p>1, wh...
Our main aim of this paper is introduced some new unique common random fixed point theorems of rando...
National audienceWe propose a new method to apply the Lipschitz functional calculus of local Dirichl...
AbstractFor every measure μ, the integral I:f↦∫fdμ is a linear functional on the set of real measura...
In this paper we proof some fixed point theorem for a pair of self maps of integral type which satis...
Purpose of the present paper is the study of probability measures on countable\footnote{ All the re...
summary:Products {$ [S]\cdot [T] $} and {$ [S]\cdot T $}, defined by model delta-nets, are equivalen...
The theory of vector measure has attracted much interest among researchers in the recent past. ...
We consider monogenic functions taking values in a topological vector space being an expansion of a...
In the present paper, we establish general representations of continuous linear functionals, which p...
This doctoral thesis is devoted to the analysis of orthogonal sequences in subspaces of spaces L2(m)...
In this article we formalize in Mizar [5] product pre-measure on product sets of measurable sets. Al...
summary:With help of suitable anisotropic Minkowski’s contents and Hausdorff measures some results a...
We first consider a method of centering and a change of variable formula for a quantum integral. We ...
We present some results concerning the general theory of polymeasures. Among them, we point out an e...
AbstractIn this paper we define multiresolution analysis (MRA) in function space Lp(Ω,μ) for p>1, wh...
Our main aim of this paper is introduced some new unique common random fixed point theorems of rando...
National audienceWe propose a new method to apply the Lipschitz functional calculus of local Dirichl...
AbstractFor every measure μ, the integral I:f↦∫fdμ is a linear functional on the set of real measura...
In this paper we proof some fixed point theorem for a pair of self maps of integral type which satis...
Purpose of the present paper is the study of probability measures on countable\footnote{ All the re...
summary:Products {$ [S]\cdot [T] $} and {$ [S]\cdot T $}, defined by model delta-nets, are equivalen...
The theory of vector measure has attracted much interest among researchers in the recent past. ...
We consider monogenic functions taking values in a topological vector space being an expansion of a...
In the present paper, we establish general representations of continuous linear functionals, which p...
This doctoral thesis is devoted to the analysis of orthogonal sequences in subspaces of spaces L2(m)...
In this article we formalize in Mizar [5] product pre-measure on product sets of measurable sets. Al...
summary:With help of suitable anisotropic Minkowski’s contents and Hausdorff measures some results a...
We first consider a method of centering and a change of variable formula for a quantum integral. We ...
We present some results concerning the general theory of polymeasures. Among them, we point out an e...
AbstractIn this paper we define multiresolution analysis (MRA) in function space Lp(Ω,μ) for p>1, wh...
Our main aim of this paper is introduced some new unique common random fixed point theorems of rando...
National audienceWe propose a new method to apply the Lipschitz functional calculus of local Dirichl...
DOI
Add to ORKG