Integral representation results are obtained for the relaxation of some classes of energy functionals depending on two vector fields with different behaviors, which may appear in the context of image decomposition and thermochemical equilibrium problems
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
In this paper, the integral representation of relaxation function is discussed. The stress-strain re...
We study necessary and sufficient conditions for the lower-semicontinuity of one-dimensional energie...
Integral representation results are obtained for the relaxation of some classes of energy functional...
Integral representation results are obtained for the relaxation of some classes of energy functional...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We provide a relaxation result in $BV imes L^q$, $1 < q < +infty$ as a first step towards the...
Abstract: "A characterization of the surface energy density for the relaxation in BV([omega];R[super...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
We prove some relaxation results in the spirit of Anza Hafsa and Mandallena for integral functionals...
In this paper we prove an integral representation formula for a general class of energies defined on...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
In this paper, the integral representation of relaxation function is discussed. The stress-strain re...
We study necessary and sufficient conditions for the lower-semicontinuity of one-dimensional energie...
Integral representation results are obtained for the relaxation of some classes of energy functional...
Integral representation results are obtained for the relaxation of some classes of energy functional...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We provide a relaxation result in $BV imes L^q$, $1 < q < +infty$ as a first step towards the...
Abstract: "A characterization of the surface energy density for the relaxation in BV([omega];R[super...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
We prove some relaxation results in the spirit of Anza Hafsa and Mandallena for integral functionals...
In this paper we prove an integral representation formula for a general class of energies defined on...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
In this paper, the integral representation of relaxation function is discussed. The stress-strain re...
We study necessary and sufficient conditions for the lower-semicontinuity of one-dimensional energie...
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