On implicit and explicit discretization schemes for parabolic SPDEs in   any dimension
  We study the speed of convergence of the explicit and implicit space-time discretization schemes of the solution $u(t,x)$ to a parabolic partial differential equation in any dimension perturbed by a space-correlated Gaussian noise. The coefficients only depend on $u(t,x)$ and the influence of the correlation on the speed is observed. 
Annie Millet (MATISSE, Pma, Samos), Pierre-Luc Morien (MODAL'x)