Sobolev embeddings and distance functions

A comparison principle for the Lane–Emden equation and applications to geometric estimates

The role of intrinsic distances in the relaxation of L∞-functionals

Γ-convergence for power-law functionals with variable exponents

Some Inequalities Involving Perimeter and Torsional Rigidity

A Relaxation Result in the Vectorial Setting and Power Law Approximation for Supremal Functionals

On the lower semicontinuity and approximation of L∞-functionals

Lower semicontinuity of supremal functional under differential constraint

Power-law approximation under differential constraints

On the radiality of constrained minimizers to the Schrödinger–Poisson–Slater energy

Dimensional reduction for supremal functionals

Semicontinuity and relaxation of $L^{infty}$-functionals

Semicontinuity and supremal representation in the Calculus of Variations.

Standing waves for a class of nonlinear Schr"odinger equations with potentials in $L^infty$.

On a minimization problem involving the critical sobolev exponent

From 1-homogeneous supremal functionals to difference quotients: relaxation and $Gamma$-convergence.

Relaxation and gamma-convergence of supremal functionals

"Supremal Representation of L^{infty} Functionals"

Gamma convergence and absolute minimizers for supremal functional

Homogenization of L-infinity functionals