par Clozeau, Nicolas;Gloria, Antoine
Référence Archive for rational mechanics and analysis, 247, 4, 67
Publication Publié, 2023-08-01
Article révisé par les pairs
Résumé : Quantitative stochastic homogenization of linear elliptic operators is by now well-understood. In this contribution we move forward to the nonlinear setting of monotone operators with p-growth. This work is dedicated to a quantitative two-scale expansion result. By treating the range of exponents 2 ≤ p< ∞ in dimensions d≤ 3 , we are able to consider genuinely nonlinear elliptic equations and systems such as - ∇ · A(x) (1 +

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