We compute the Gamma-limit of a sequence of non-local integral functionals depending on a regularization of the gradient term by means of a convolution kernel. In particular, as Gamma-limit, we obtain free discontinuity functionals with linear growth and with anisotropic surface energy density
We study the stability of a sequence of integral functionals on divergence-free matrix valued fields...
An integral representation result on regular functions is proved for the o -limit of a sequence of i...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...
We compute the Gamma-limit of a sequence of non-local integral functionals depending on a regulariza...
We compute the Γ-limit of a sequence of non-local integral functionals depending on a regu...
We approximate, in the sense of Gamma-convergence, one-dimensional free-discontinuity functionals wi...
We approximate, in the sense of Gamma-convergence, one-dimensional free-discontinuity functionals wi...
We provide a general treatment of a class of functionals modeled on convolution energies with integr...
We approximate, in the sense of Gamma-convergence, free discontinuity functionals with linear growth...
We compute the Γ-limit of a sequence of non-local integral functionals depending on a regularization...
We consider a class of nonconvex functionals of the gradient in one dimension, which we regularize w...
We approximate, in the sense of Gamma-convergence, free-discontinuity functionals with linear growth...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals with linear grow...
In this paper, we generalize to arbitrary dimensions a one-dimensional equicoerciveness and Γ-conver...
We consider a class of nonconvex functionals of the gradient in one dimension, which we regularize w...
We study the stability of a sequence of integral functionals on divergence-free matrix valued fields...
An integral representation result on regular functions is proved for the o -limit of a sequence of i...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...
We compute the Gamma-limit of a sequence of non-local integral functionals depending on a regulariza...
We compute the Γ-limit of a sequence of non-local integral functionals depending on a regu...
We approximate, in the sense of Gamma-convergence, one-dimensional free-discontinuity functionals wi...
We approximate, in the sense of Gamma-convergence, one-dimensional free-discontinuity functionals wi...
We provide a general treatment of a class of functionals modeled on convolution energies with integr...
We approximate, in the sense of Gamma-convergence, free discontinuity functionals with linear growth...
We compute the Γ-limit of a sequence of non-local integral functionals depending on a regularization...
We consider a class of nonconvex functionals of the gradient in one dimension, which we regularize w...
We approximate, in the sense of Gamma-convergence, free-discontinuity functionals with linear growth...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals with linear grow...
In this paper, we generalize to arbitrary dimensions a one-dimensional equicoerciveness and Γ-conver...
We consider a class of nonconvex functionals of the gradient in one dimension, which we regularize w...
We study the stability of a sequence of integral functionals on divergence-free matrix valued fields...
An integral representation result on regular functions is proved for the o -limit of a sequence of i...
We approximate, in the sense of $Gamma$-convergence, free discontinuity functionals by a sequence of...
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