Hölder continuity of parabolic quasi-minimizers
The paper under review deals with the study of scalar valued local parabolic quasi-minimizers associated to a Carathéodory integrand that satisfies \(p\)-growth assumptions. The main result establishes the local Hölder continuity regularity in relationship with locally boundedness properties. The present paper is also concerned with the sub-quadratic and superquadratic cases under more general growth hypotheses.
scientific article; zbMATH DE number 6946038
scientific article