journal article
oaidoi:10.1016/0019-3577(92)90004-5

The length of a set in the sphere whose polynomial hull contains the origin

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Publication date
31 December 1992
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Published by Elsevier B.V.
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    Abstract

    AbstractLet X be a compact subset of the unit sphere in the complex Euclidean space Cn such that the origin 0 ∈ Cn belongs to the polynomial hull of X. Assuming that X is rectifiable in the Hausdorff (H1, 1)-sense, it is shown that the length of X is at least 2π

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