Interpolation in certain Hilbert spaces of analytic functions |
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Authors: | S. V. Shvedenko |
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Affiliation: | 1. Moscow Institute of Electronic Engineering, USSR
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Abstract: | In this article we study, for a Hilbert spaceB of analytic functions in the open unit disk, the dependence of the structure of the space of sequencesB(Z)={{f(zk)} k=1 ∞ :f∈B} on the choice of the sequence Z={zk} k=1 ∞ of distinct points of the unit disk [6]. |
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