2 citations · 2 across the 4 of their papers we have counts for
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-convergence of convolution-type functionals for free discontinuity problems
Giuseppe Cosma Brusca, Davide Donati, Sergio Scalabrino +2
We prove compactness with respect to -convergence for a general class of non-local energies modelled after the ones considered in [Gobbino, CPAM (1998)]. We give an integral rep…
Singular perturbations models in phase transitions for anisotropic higher-order materials
Giuseppe Cosma Brusca, Davide Donati, Chiara Trifone
We discuss a model for phase transitions in which a double-well potential is singularly perturbed by possibly several terms involving different, arbitrarily high orders of derivati…
Homogenization of non-local energies on disconnected sets
Andrea Braides, Sergio Scalabrino, Chiara Trifone
We consider the problem of the homogenization of non-local quadratic energies defined on -periodic disconnected sets defined by a double integral, depending on a kernel concentr…