We study the convergence of an infinite product of multipliers for a Hilbert space with the Nevanlinna–Pick kernel. It is natural to treat these products as analogs of Blaschke products in the algebra H ∞.
Translated title of the contributionOn an Analog of the Blaschke Product for a Hilbert Space with Nevanlinna-Pick kernel
Original languageEnglish
Pages (from-to)743-752
Number of pages10
JournalJournal of Mathematical Sciences
Volume209
Issue number5
Early online date11 Aug 2015
StatePublished - 2015

    Research areas

  • Hilbert space, interpolation problem, Blaschke product, Extremal Function, Carleson measure

ID: 9225144