Γ-convergence

We present a Γ-convergence analysis of the quasicontinuum method focused on the behavior of the approximate energy functionals in… (More)

We study Γ-convergence of graph-based Ginzburg–Landau functionals, both the limit for zero diffusive interface parameter ε → 0… (More)

We discuss the Γ-convergence, under the appropriate scaling, of the energy functional ‖u‖Hs(Ω) + ∫ Ω W (u) dx, with s ∈ (0, 1… (More)

This paper is devoted to dimension reduction for linearized elastoplasticity in the rate-independent case. The reference… (More)

We study the limit of high activation energy of a special Fokker–Planck equation known as the Kramers–Smoluchowski equation (KS… (More)

Γ-convergence results for power-law functionals with variable exponents are obtained. The main motivation comes from the study of… (More)

Our starting point is a parameterized family of functionals (a ‘theory’) for which we are interested in approximating the global… (More)

In this paper, we use Γ-convergence techniques to study the following variational problem S ε (Ω) := sup { ε−2 ∗ ∫ 

We present a general framework to treat Γ-convergence of functionals through Young measures and through slicing decomposition… (More)

This paper is an extended version of the lecture delivered at the Summer School on Differential Equations and Calculus of… (More)