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- W3003954260 abstract "We build in a given pseudoconvex (Runge) domain D of $${mathbb {C}}^N$$ an $$mathcal O(D)$$ -convex set $$Gamma $$ , every connected component of which is a holomorphically contractible (convex) compact set, enjoying the property that any continuous path $$gamma :[0,1)rightarrow D$$ with $$lim _{rrightarrow 1}gamma (r)in partial D$$ and omitting $$Gamma $$ has infinite length. This solves a problem left open in a recent paper by Alarcón and Forstnerič." @default.
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- W3003954260 date "2020-01-29" @default.
- W3003954260 modified "2023-10-12" @default.
- W3003954260 title "Construction of labyrinths in pseudoconvex domains" @default.
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- W3003954260 doi "https://doi.org/10.1007/s00209-020-02468-x" @default.
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