On a homogenization problem
Analysis of PDEs
2018-04-04 v1
Authors:
Jean Bourgain
Abstract
We study a homogenization question for stochastic divergence type operator
Cite
@article{arxiv.1705.06174,
title = {On a homogenization problem},
author = {Jean Bourgain},
journal= {arXiv preprint arXiv:1705.06174},
year = {2018}
}
Comments
8 pages
Related papers
View all related →
Functional Analysis · Mathematics
Stochastic homogenization of convolution type operators
Andrey Piatnitski, Elena Zhizhina
2018-07-19
Probability · Mathematics
Higher order homogenization for random non-autonomous parabolic operators
Marina Kleptsyna, Andrey Piatnitski, Alexandre Popier
2023-01-09
Analysis of PDEs · Mathematics
Homogenisation and the Weak Operator Topology
Marcus Waurick
2019-01-23
Analysis of PDEs · Mathematics
Homogenization of Levy-type operators with oscillating coefficients
Moritz Kassmann, Andrey Piatnitski, Elena Zhizhina
2018-07-13
Analysis of PDEs · Mathematics
Stochastic homogenization of deterministic control problems
Alexander Van-Brunt
2018-06-21
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
Homogenization estimates for high order elliptic operators
S. E. Pastukhova
2021-07-02
Analysis of PDEs · Mathematics
Homogenization of a semilinear elliptic problem
Thuyen Dang, Yuliya Gorb, Silvia Jiménez Bolaños
2025-09-30
Analysis of PDEs · Mathematics
Quantitative Homogenization of Differential Forms
Paul Dario
2020-12-29
Mathematical Physics · Physics
An informal introduction to quantitative stochastic homogenization
Jean-Christophe Mourrat
2019-05-01
Analysis of PDEs · Mathematics
Homogenization of non-autonomous operators of convolution type in periodic media
Andrey Piatnitski, Elena Zhizhina
2023-02-24
Analysis of PDEs · Mathematics
Homogenisation and spectral convergence of high-contrast convolution type operators
Mikhail Cherdantsev, Andrey Piatnitski, Igor Velcic
2025-07-04
Analysis of PDEs · Mathematics
Quantitative periodic homogenization for symmetric non-local stable-like operators
Xin Chen, Zhen-Qing Chen, Takashi Kumagai, Jian Wang
2024-09-13
Functional Analysis · Mathematics
Homogenization of biased convolution type operators
Andrey Piatnitski, Elena Zhizhina
2018-12-04
Optimization and Control · Mathematics
Homogenization problems in the Calculus of Variations: an overview
José Matias, Marco Morandotti
2015-03-19
Functional Analysis · Mathematics
Homogenization of non-symmetric convolution type operators
Andrey Piatnitski, Vladimir Sloushch, Tatiana Suslina, Elena Zhizhina
2025-06-10
Analysis of PDEs · Mathematics
Stochastic homogenization of the bending plate model
Peter Hornung, Matthaus Pawelczyk, Igor Velcic
2016-12-13
Analysis of PDEs · Mathematics
Homogenization of oblique boundary value problems
Sunhi Choi, Inwon Kim
2019-11-19
Analysis of PDEs · Mathematics
Periodic homogenization of the principal eigenvalue of second-order elliptic operators
Gonzalo Dávila, Andrei Rodríguez-Paredes, Erwin Topp
2022-05-11
Analysis of PDEs · Mathematics
Avscon the Schur topology
Andreas Buchinger, Marcus Waurick
2026-04-03
Analysis of PDEs · Mathematics
On the homogenization of random stationary elliptic operators in divergence form
Arianna Giunti, Juan J. L. Velázquez
2018-09-18
Analysis of PDEs · Mathematics
Homogenization of a class of integro-differential equations with L{\'e}vy operators
M. Arisawa
2010-12-21
Probability · Mathematics
Probabilistic approach to homogenization for a type of multivalued Dirichlet-Neumann problems
Huijie Qiao
2024-06-04
Analysis of PDEs · Mathematics
Stochastic unfolding and homogenization of spring network models
Stefan Neukamm, Mario Varga
2018-07-25
Analysis of PDEs · Mathematics
Homogenization and boundary layers in domains of finite type
Jinping Zhuge
2017-02-14