Inserted: 9 mar 2016
Last Updated: 12 jan 2018
Journal: Calc. Var. Partial Differential Equations
We prove a stability result for elliptic equations under general Dirichlet-Robin boundary conditions with respect to the variation of the domain under the Hausdorff complementary topology. As a by-product, under the additional assumption of the convergence of the perimeters, we obtain a stability result for the classical Robin-Laplacian.