Characterizing the strange term in critical size homogenization: quasilinear equations with a general microscopic boundary condition (Q2417235)

Working at the level of a \(p\)-Laplace equation endowed with a Robin-like multifuction as boundary condition at the boundary of the inclusions, the authors study from the point of view of periodic homogenization what are the critical and the non-critical sizes of possible microstructures. Upscaled formulations are also derived.