Hilbert function spaces and the Nevanlinna-Pick problem on the polydisc

Details Hilbert function spaces and the Nevanlinna-Pick problem on the polydisc Hilbert function spaces and the Nevanlinna-Pick problem on the polydisc

2011-04-13

arxiv.org/abs/1104.2533v2

Mathematics

Functional Analysis

The exposition and organization of the paper were revised in the second version. Neither the results, nor the proofs have been

Scientific paper

In the paper `Distinguished Varieties,' Agler and McCarthy used Hilbert function spaces to study the uniqueness properties of the Nevanlinna-Pick problem on the bidisc. In this work we give a geometric procedure for constructing a Nevanlinna-Pick problems on D^n with a specified set of uniqueness. On the way to establishing this procedure, we prove a result about Hilbert function spaces and partially answer a question posed by Agler and McCarthy.

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