activity
20182026
most citedQuantitative Estimates on Periodic Homogenization of Nonlinear Elliptic Operators

8 citations · 15 across the 8 of their papers we have counts for

collaborators

9 papers

math.AP2026

Fundamental solution expansions in stochastic homogenization of parabolic systems with time-dependent coefficients

Junxin Pan, Li Wang, Qiang Xu

This paper studies fundamental solutions of uniformly parabolic systems with stationary random coefficients depending on space and time. Under ergodicity and local regularity, we e…

math.AP2024

Annealed Calderón-Zygmund estimates for elliptic operators with random coefficients on domains

Li Wang, Qiang Xu

Concerned with elliptic operators with stationary random coefficients governed by linear or nonlinear mixing conditions and bounded (or unbounded) domains, this paper mainly…

math.AP2024

Boundary estimates and Green function's expansion for elliptic systems with random coefficients

Li Wang, Qiang Xu

We investigate boundary estimates for elliptic operators with stationary random coefficients exhibiting integrable correlations, arising from stochastic homogenization theory. As p…

math.AP2022

Calderon-Zygmund estimates for stochastic elliptic systems on bounded Lipschitz domains

Li Wang, Qiang Xu

Concerned with elliptic operators with stationary random coefficients of integrable correlations and bounded Lipschitz domains, arising from stochastic homogenization theory, this…

math.AP2022

Corrector estimates and homogenization errors of unsteady flow ruled by Darcy's law

Li Wang, Qiang Xu, Zhifei Zhang

Focusing on Darcy's law incorporating memory effects, this paper studies non-stationary Stokes equations on perforated domains. We establish a sharp homogenization error for both v…

math.AP2020★ 1 cited

suboptimal error estimates for homogenization of linear elasticity systems on perforated domains

Li Wang, Qiang Xu, Peihao Zhao

In the present work, we established almost-sharp error estimates for linear elasticity systems in periodically perforated domains. The first result was -error…