Two-Scale Convergence of Integral Functionals with Convex, Periodic and Nonstandard Growth Integrands
We study the periodic homogenization for a family of functionals defined on Orlicz-Sobolev spaces. One fundamental in this topic is to extend the classical compactness results of the two-scale convergence method to this type of spaces.
two-scale convergence nonstandard growth periodic homogenization convex integrands orlicz spaces 35b27 35b40