Hilbert function spaces and the Nevanlinna-Pick problem on the polydisc II
Abstract
In dshfs, a geometric procedure for constructing a Nevanlinna-Pick problem on n with a specified set of uniqueness was established. In this sequel we conjecture a necessary and a sufficient condition for a Nevanlinna-Pick problem on to have a unique solution. We use the results of dshfs and Bezout's theorem to establish three special cases of this conjecture.
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