Geometric measure theory provides a rigorous framework for studying and quantifying the properties of sets and surfaces in Euclidean spaces. This discipline blends techniques from differential ...
The main goal of this paper is twofold. Our first objective is to prove the Lipschitz continuity of the proximal-point mapping associated with an H-accretive operator and to compute an estimate of its ...
Motivation from physics: soap films, bubbles Minimal surfaces and their relatives: surfaces of prescribed mean curvature, almost minimizers, horizons in general relativity. All of that in manifolds of ...
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