27/05/2024, 11:00, at Aula Seminari, Building RM004
This talk will address study of asymptotic behaviour of sequences of solutions of problems related to Partial Differential Equations in so called heteregeonous materials. The analysis is also linked to the study of integral energies whose density has no polynomial growth. Two-scale convergence; reiterated two-scale convergence and unfolding methods are considered. As a particular case, the study of asymptotic behaviour of sequences of solutions of a class of highly oscillatory problems involving functionals with convex and nonstandard growth integrands is presented.