A property of Absolute Minimizers in $L^{\infty }$ Calculus of Variations and of solutions of the Aronsson-Euler equation

Abstract

We discover a new minimality property of the absolute minimisers of supremal functionals (also known as $L^{\infty }$ Calculus of Variations problems).

Cited by in corpus (1)

• Eigenvalue Problems in ${\mathrm{L}}^{\infty }$: Optimality Conditions, Duality, and Relations with Optimal Transport