Given a weakly converging sequence of measures, we study the convergence of the corresponding integrals of a continuous unbounded multifunction. We also study the implication of these results to variational problems, and provide further approximating results for the integral of a multifunction, involving both truncation of the multifunction and measure approximation.integrating multifunctions approximation of variational problems
We approximate an upper semicontinuous multifunction F from a metric space T into the compact, conne...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...
AbstractGiven a weakly converging sequence of measures, we study the convergence of the correspondin...
We approximate a globally measurable multifunction F(t,x) which takes compact values in a euclidean ...
summary:We study properties of variational measures associated with certain conditionally convergent...
Abstract. We study the integral representation properties of limits of sequences of integral functio...
We study the integral representation properties of limits of sequences of integral functionals unde...
In this paper we give some results about convergence of non coercive quadratic integral functionals ...
The interchange of the ‘limit of an integral’ with the ‘integral of a limit’ for sequenc- es of func...
Some limit theorems of the type ∫Ωfndmn→∫Ωfdm are presented for scalar, (vector), (multi)-valued seq...
We approximate an upper semicontinuous multifunction F(t) from the interval [0,1] into the compact, ...
The matter of approximating the solutions of a differential problem driven by a rough measure by sol...
We present a review on recent approximation results in the space of functions of bounded variation f...
In this paper we give necessary and sufficient conditions for the convergence of Kurzweil\u2013Stiel...
We approximate an upper semicontinuous multifunction F from a metric space T into the compact, conne...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...
AbstractGiven a weakly converging sequence of measures, we study the convergence of the correspondin...
We approximate a globally measurable multifunction F(t,x) which takes compact values in a euclidean ...
summary:We study properties of variational measures associated with certain conditionally convergent...
Abstract. We study the integral representation properties of limits of sequences of integral functio...
We study the integral representation properties of limits of sequences of integral functionals unde...
In this paper we give some results about convergence of non coercive quadratic integral functionals ...
The interchange of the ‘limit of an integral’ with the ‘integral of a limit’ for sequenc- es of func...
Some limit theorems of the type ∫Ωfndmn→∫Ωfdm are presented for scalar, (vector), (multi)-valued seq...
We approximate an upper semicontinuous multifunction F(t) from the interval [0,1] into the compact, ...
The matter of approximating the solutions of a differential problem driven by a rough measure by sol...
We present a review on recent approximation results in the space of functions of bounded variation f...
In this paper we give necessary and sufficient conditions for the convergence of Kurzweil\u2013Stiel...
We approximate an upper semicontinuous multifunction F from a metric space T into the compact, conne...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...