Abstract: "A characterization of the surface energy density for the relaxation in BV([omega];R[superscript p]) of the functional u -> [integral subscript omega]f(x, u(x), [delta]u(x))dx is obtained. A 'slicing' technique is used allowing to patch together sequences without increasing their total energy.
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
We study the behavior of surface energies defined over couples (E,u) where E is a set and u is a den...
Abstract: "An integral representation for the relaxation in BV([omega];R[superscript p]) of the func...
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 consider, in an open subset Ω of ${\mathbb R}^N$, energies depending on the perimeter of a subs...
relaxation result for energies defined on pairs set-function and applications Andrea Braides∗, Anton...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
We determine the relaxation of some transversally-isotropic energy densities, i.e. functions W : R^{...
We provide explicit examples to show that the relaxation of functionals egin{align*} L^p(Omega;R^m...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
We study the behavior of surface energies defined over couples (E,u) where E is a set and u is a den...
Abstract: "An integral representation for the relaxation in BV([omega];R[superscript p]) of the func...
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 consider, in an open subset Ω of ${\mathbb R}^N$, energies depending on the perimeter of a subs...
relaxation result for energies defined on pairs set-function and applications Andrea Braides∗, Anton...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
We determine the relaxation of some transversally-isotropic energy densities, i.e. functions W : R^{...
We provide explicit examples to show that the relaxation of functionals egin{align*} L^p(Omega;R^m...
In this note we compute the relaxed energy for a class of functionals defined on the set of $(n+ p)\...
We obtain an integral representation for the relaxation, in the space of functions of bounded deform...
We provide a relaxation result in BV x L^q, 1 < q < +\infty as a first step towards the analysis of ...
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