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TWO-POINT PROJECTION ESTIMATES FOR HARMONIC MEASURE
Published online by Cambridge University Press: 09 June 2003
Abstract
A theorem of Beurling and Nevanlinna gives a lower bound for the harmonic measure of a compact set in the unit disk in terms of the harmonic measure of a projection of the set. In this paper, a generalization of that result is proved, involving the sum of harmonic measures evaluated at two points.
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- © The London Mathematical Society 2003
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