Boundary Nevanlinna-Pick interpolation via reduction and augmentation

Mathematics – Complex Variables

Scientific paper

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We have repaired an inaccuracy in the proof of Proposition 6.7, (1) implies (5)

Scientific paper

10.1007/s00209-010-0696-3.

We give an elementary proof of Sarason's solvability criterion for the Nevanlinna-Pick problem with boundary interpolation nodes and boundary target values. We also give a concrete parametrization of all solutions of such a problem. The proofs are based on a reduction method due to Julia and Nevanlinna. Reduction of functions corresponds to Schur complementation of the corresponding Pick matrices.

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