Convex Function of a Measure Obtained by Homogenization
Françoise Demengel, Qi Tang · SIAM Journal on Mathematical Analysis · 1990
This paper defines and studies convex functions of a homogenized measure. These types of mathematical objects are $\Gamma $ limit of integral functionals which depend on the deformation of the displacement of a material. This work has been done in view of its applications to homogenization in perfect plasticity.