On the homogenization of singular integrals
Analysis of PDEs
2009-06-29 v2
Abstract
We study periodic homogenization by Gamma-convergence of some singular integral functionals related to nonlinear elasticity.
Cite
@article{arxiv.0903.5425,
title = {On the homogenization of singular integrals},
author = {Omar Anza Hafsa and Mohamed Lamine Leghmizi and Jean-Philippe Mandallena},
journal= {arXiv preprint arXiv:0903.5425},
year = {2009}
}
Related papers
View all related →
Classical Analysis and ODEs · Mathematics
Homogenization of nonconvex integrals with convex growth
Omar Anza Hafsa, Jean-Philippe Mandallena
2011-01-06
Analysis of PDEs · Mathematics
Homogenization of singular integrals in W^{1,\infty}
Omar Anza Hafsa, Jean-Philippe Mandallena
2010-01-06
Classical Analysis and ODEs · Mathematics
Homogenization of unbounded integrals with quasiconvex growth
Omar Anza Hafsa, Jean-Philippe Mandallena, Hamdi Zorgati
2013-07-30
Analysis of PDEs · Mathematics
Homogenization effects on non-local functionals
Enrico Micalizio
2026-05-19
Analysis of PDEs · Mathematics
Quantitative homogenization in nonlinear elasticity for small loads
Stefan Neukamm, Mathias Schäffner
2018-05-09
Analysis of PDEs · Mathematics
Homogenization of the nonlinear bending theory for plates
Stefan Neukamm, Heiner Olbermann
2014-05-16
Analysis of PDEs · Mathematics
$\Gamma$-convergence for free-discontinuity problems in linear elasticity: Homogenization and relaxation
Manuel Friedrich, Matteo Perugini, Francesco Solombrino
2020-10-15
Functional Analysis · Mathematics
Homogenization of Periodic Multi-Dimensional Structures II: The Linearly Elastic/Perfectly Plastic Case
Nadia Ansini, Francois Bille Ebobisse
2007-05-23
Analysis of PDEs · Mathematics
$\Gamma$-convergence and stochastic homogenization for functionals in the $\mathcal{A}$-free setting
Gianni Dal Maso, Rita Ferreira, Irene Fonseca
2026-03-10
Analysis of PDEs · Mathematics
Non-local approximation of free-discontinuity problems in linear elasticity and application to stochastic homogenisation
Roberta Marziani, Francesco Solombrino
2024-11-20
Mathematical Physics · Physics
Deterministic homogenization of variational inequalities with unilateral constraints
Hermann Douanla, Cyrille Kenne
2018-11-16
Analysis of PDEs · Mathematics
Periodic and stochastic homogenization of general nonlocal operators with oscillating coefficients
Xiaofeng Jin, Wentao Huo, Lingwei Ma, Zhenqiu Zhang
2026-04-15
Analysis of PDEs · Mathematics
On the general homogenization of von Karman plate equations from 3D nonlinear elasticity
Igor Velcic
2014-10-07
Analysis of PDEs · Mathematics
Compactness for a class of integral functionals with interacting local and non-local terms
Andrea Braides, Gianni Dal Maso
2022-12-23
Analysis of PDEs · Mathematics
Homogenization in fractional elasticity
Marcus Waurick
2013-09-19
Analysis of PDEs · Mathematics
Homogenisation of vectorial free-discontinuity functionals with cohesive type surface terms
Gianni Dal Maso, Davide Donati
2026-01-27
Analysis of PDEs · Mathematics
On the commutability of homogenization and linearization in finite elasticity
Stefan Müller, Stefan Neukamm
2015-05-20
Analysis of PDEs · Mathematics
Homogenization of layered materials with rigid components in single-slip finite crystal plasticity
Fabian Christowiak, Carolin Kreisbeck
2016-04-13
Analysis of PDEs · Mathematics
Homogenization in $BV$ of a model for layered composites in finite crystal plasticity
Elisa Davoli, Rita Ferreira, Carolin Kreisbeck
2019-02-01
Analysis of PDEs · Mathematics
A homogenization result in finite plasticity
Elisa Davoli, Chiara Gavioli, Valerio Pagliari
2024-03-08
Analysis of PDEs · Mathematics
Stochastic homogenisation for functionals defined on asymptotically piecewise rigid functions
Antonio Flavio Donnarumma, Manuel Friedrich
2023-12-20
Analysis of PDEs · Mathematics
Upper bounds for the homogenization problem in nonlinear elasticity: the incompressible case
Matthias Ruf, Mathias Schäffner
2024-05-22
Analysis of PDEs · Mathematics
$\Gamma$- convergence and homogenisation for a class of degenerate functionals
Nicolas Dirr, Federica Dragoni, Paola Mannucci, Claudio Marchi
2019-06-28
Analysis of PDEs · Mathematics
Homogenization of nonlinear stochastic partial differential equations in a general ergodic environment
Paul André Razafimandimby, Jean Louis Woukeng
2014-08-12
Analysis of PDEs · Mathematics
Gamma-convergence of quadratic functionals with non uniformly elliptic conductivity matrices
Lorenza D'Elia
2021-08-03