Quasi-Coisometric Realizations of Upper Triangular Matrices
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Description
In this paper we study analogs of de Branges-Rovnyak spaces and prove a realization theorem in the setting of upper triangular matrices.
ISBN
978-0-8218-1990-6
Publication Date
2000
Publisher
American Mathematical Society
City
Providence, Rhode Island
Disciplines
Algebra | Discrete Mathematics and Combinatorics | Other Mathematics
Recommended Citation
D. Alpay and Y. Peretz. Quasi-coisometric realizations of upper triangular matrices. In A. G. Ramm, P. V. Shivakumar, & A. V. Strauss (Eds.), Operator Theory and Its Applications. Fields Institute Publications (American Mathematical Society), vol. 25 (2000), 139-149.
Copyright
American Mathematical Society
Comments
In Alexander G. Ramm, P. N. Shivakumar, and Abraham Vilgelmovich Strauss(Eds.), Operator Theory and Its Applications. Dr. Alpay's chapter begins on page 139.