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A reproducing kernel space model for  -functions |
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| Authors: | Vladimir Derkach Seppo Hassi |
| Institution: | Department of Mathematics, Donetsk National University, Universitetskaya str. 24, 83055 Donetsk, Ukraine ; Department of Mathematics and Statistics, University of Vaasa, PL 700, 65101 Vaasa, Finland |
| Abstract: | A new model for generalized Nevanlinna functions  will be presented. It involves Bezoutians and companion operators associated with certain polynomials determined by the generalized zeros and poles of  . The model is obtained by coupling two operator models and expressed by means of abstract boundary mappings and the corresponding Weyl functions. |
| Keywords: | Generalized Nevanlinna function symmetric operator selfadjoint extension Weyl function boundary triplet reproducing kernel Pontryagin space |
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