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Application of a Bernstein type inequality to rational interpolation in the Dirichlet space

Published 25 Mar 2011 in math.FA | (1103.5018v1)

Abstract: We prove a Bernstein-type inequality involving the Bergman and the Hardy norms, for rational functions in the unit disc \mathbb{D} having at most n poles all outside of \frac{1}{r}\mathbb{D}, 0

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