Stochastic homogenization of nonlocal reaction–diffusion problems of gradient flow type
摘要
In this paper we study the stochastic homogenization of reaction–diffusion problems whose the diffusion terms are gradients of random nonlocal convex and Fréchet-differentiable functionals and the reaction terms are random CP-structured reaction functionals as introduced in Anza Hafsa et al. (Asymptot Anal 115(3–4):169–221, 2019). We provide an application to spatial population dynamics.