Center for Nonlinear Analysis
CNA Home
People
Seminars
Publications
Workshops and Conferences
CNA Working Groups
CNA Comments Form
Summer Schools
Summer Undergraduate Institute
PIRE
Cooperation
Graduate Topics Courses
SIAM Chapter Seminar
Positions
Contact |
Publication 17-CNA-001
Elisa Davoli Irene Fonseca Abstract: A representation formula for the relaxation of integral energies
$$ (u, v) \rightarrow \int_{\Omega} f(x,
u(x), v(x))dx, $$
is obtained, where f satisfies p-growth assumptions, 1 < p < +$\infty$, and the fields v are subjected to space-dependent first order linear differential constraints in the framework of
${\cal A}$-quasiconvexity with variable coefficients.Get the paper in its entirety as 17-CNA-001.pdf |