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- W2279052641 abstract "We construct a large class of pathological n-dimensional topological spheres in (mathbb R^{n+1}) by showing that for any Cantor set (C,{subset },mathbb R^{n+1}) there is a topological embedding (f,{:},mathbb S^n,{rightarrow },mathbb R^{n+1}) of the Sobolev class (W^{1,n}) whose image contains the Cantor set C." @default.
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- W2279052641 date "2016-05-14" @default.
- W2279052641 modified "2023-09-29" @default.
- W2279052641 title "Sobolev embedding of a sphere containing an arbitrary Cantor set in the image" @default.
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