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Boundary value problems on non-Lipschitz uniform domains: stability, compactness and the existence of optimal shapes

Hinz, M; Rozanova-Pierrat, A; Teplyaev, A

Rozanova-Pierrat, A (通讯作者),Univ Paris Saclay, Lab Math & Informat Complex & Syst, Cent Supelec, Campus Gif Sur Yvette,3 rue Joliot, F-91190 Gif Sur Yvette, France.

ASYMPTOTIC ANALYSIS, 2023; 134 (1-2): 25

Abstract

We study boundary value problems for bounded uniform domains in R-n, n >= 2, with non-Lipschitz, and possibly fractal, boundaries. We prove Poincar......

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