DOIAbstract
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in BV(Ω; Rm) of the functional F̄ arising from the relaxation of F(u) = ∝Ωf(▽u) dx, u ϵ C1(Ω; Rm), in the Lloc1(Ω; Rm) topology
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in BV(Ω; Rm) of the functional F̄ arising from the relaxation of F(u) = ∝Ωf(▽u) dx, u ϵ C1(Ω; Rm), in the Lloc1(Ω; Rm) topology
An integral representation result is obtained for the variational limit of the family of functionals...
New L(1)-lower semicontinuity and relaxation results for integral functionals defined in BV(Omega) a...
We prove a relaxation theorem in BV for a non coercive functional with linear growth. No continuity ...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
Abstract: "An integral representation for the relaxation in BV([omega];R[superscript p]) of the func...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
Some boundedness properties for an extension operator are proved and used together with techniques o...
For integral functionals initially defined for u ∈ W1,1 (Ω;ℝm) by we establish strict continuity and...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
Given a Borel function g: Rn → [0,+∞] having convex effectivedomain, but not necessarily bounded or ...
An integral representation result is obtained for the variational limit of the family of functionals...
New L(1)-lower semicontinuity and relaxation results for integral functionals defined in BV(Omega) a...
We prove a relaxation theorem in BV for a non coercive functional with linear growth. No continuity ...
AbstractGiven a quasi-convex function f with linear growth, we find the integral representation in B...
An integral representation result is obtained for the relaxation of a class of energy functionals de...
Abstract: "An integral representation for the relaxation in BV([omega];R[superscript p]) of the func...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
In this paper we study the relaxation with respect to the $L^1$- norm of integral functionals of the...
Some boundedness properties for an extension operator are proved and used together with techniques o...
For integral functionals initially defined for u ∈ W1,1 (Ω;ℝm) by we establish strict continuity and...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
We study properties of the functional \begin{eqnarray} \mathscr{F}_{{\rm...
Given a Borel function g: Rn → [0,+∞] having convex effectivedomain, but not necessarily bounded or ...
An integral representation result is obtained for the variational limit of the family of functionals...
New L(1)-lower semicontinuity and relaxation results for integral functionals defined in BV(Omega) a...
We prove a relaxation theorem in BV for a non coercive functional with linear growth. No continuity ...
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