A Wiener-Type Condition for Boundary Continuity of Quasi-Minima of Variational Integrals

Abstract

A Wiener-type condition for the continuity at the boundary points of Q-minima, is established, in terms of the divergence of a suitable Wiener integral.

References in corpus (1)

• Sharp exponents and a Wiener type condition for boundary regularity of quasiminimizers

Cited by in corpus (3)

• Sharp exponents and a Wiener type condition for boundary regularity of quasiminimizers
• Regularity properties for quasiminimizers of a $(p,q)$-Dirichlet integral
• Minima of quasisuperminimizers