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On Littlewoods's constants

Beliaev, Dmitri
Published in Bulletin of the London Mathematical Society. 2005, vol. 37, no. 05, p. 719-726
Abstract In two papers, Littlewood studied seemingly unrelated constants: (i) the best α such that for any polynomial f, of degree n, the areal integral of its spherical derivative is at most const ·nα, and (ii) the extremal growth rate β of the length of Green's equipotentials for simply connected domains. These two constants are shown to coincide, thus greatly improving known estimates on α.
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Deposited on : 2010-10-22

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