The Levy radius of a set of probability measures satisfying basic moment conditions involving {t, t2}

Abstract

The Levy radius for a set of probability measures satisfying certain standard moment conditions is introduced, through the Levy distance of these measures from the unit measure at a fixed point of the real line. Using a moment optimal result of Selberg, an algebraic algorithm is given for the exact calculation of this radius. © 1987 Springer-Verlag New York Inc.

Publication Title

Constructive Approximation

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