DOIAbstract
In this paper, we show how under the continuum hypothesis one can obtain an integral representation for elements of the topological dual of the space of functions of bounded variation in terms of Lebesgue and Kolmogorov-Burkill integrals
In this paper, we show how under the continuum hypothesis one can obtain an integral representation for elements of the topological dual of the space of functions of bounded variation in terms of Lebesgue and Kolmogorov-Burkill integrals
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
Since F. Riesz showed in 1909 that the dual of C[0,1] is BV[0,1] (the functions of bounded variation...
In this paper, we show how under the continuum hypothesis one can obtain an integral representation ...
In this paper, we show how under the continuum hypothesis one can obtain an integral representation ...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Since F. Riesz showed in 1909 that the dual of C[0,l] is BV[0,l] (the functions of bounded variation...
This paper addresses the question of describing the dual of the space of functions having bounded va...
In this article we introduce the concept of second \(\Phi\)-variation in the sense of Schramm for no...
In this article we introduce the concept of second Φ--variation in the sense of Schramm for norm...
We prove an extension of the Ocone–Karatzas integral representation, valid for all BV functions on t...
A duality representation of a measure f ( z, µ) for a finite dimensional vector valued Radon measure...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
Since F. Riesz showed in 1909 that the dual of C[0,1] is BV[0,1] (the functions of bounded variation...
In this paper, we show how under the continuum hypothesis one can obtain an integral representation ...
In this paper, we show how under the continuum hypothesis one can obtain an integral representation ...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Duality between the space of continuous functions and the space of bounded variations functions can ...
Since F. Riesz showed in 1909 that the dual of C[0,l] is BV[0,l] (the functions of bounded variation...
This paper addresses the question of describing the dual of the space of functions having bounded va...
In this article we introduce the concept of second \(\Phi\)-variation in the sense of Schramm for no...
In this article we introduce the concept of second Φ--variation in the sense of Schramm for norm...
We prove an extension of the Ocone–Karatzas integral representation, valid for all BV functions on t...
A duality representation of a measure f ( z, µ) for a finite dimensional vector valued Radon measure...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
summary:In the paper, we show that the space of functions of bounded variation and the space of regu...
Since F. Riesz showed in 1909 that the dual of C[0,1] is BV[0,1] (the functions of bounded variation...
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