A detailed monograph exploring how operator theory interacts with function theory in one and several variables.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Jim Agler is Distinguished Professor Emeritus at the University of California, San Diego. He received the G. de B. Robinson award from the Canadian Mathematical Society in 2016 and delivered the 2017 London Mathematical Society Invited Lectures. He is the co-author of Pick Interpolation and Hilbert Function Spaces (2002).
Inhaltsangabe
Part I. Commutative Theory: 1. The origins of operator-theoretic approaches to function theory 2. Operator analysis on D: model formulas, lurking Isometries, and positivity arguments 3. Further development of models on the disc 4. Operator analysis on D2 5. Carathéodory-Julia theory on the disc and the bidisc 6. Herglotz and Nevanlinna representations in several variables 7. Model theory on the symmetrized bidisc 8. Spectral sets: three case studies 9. Calcular norms 10. Operator monotone functions Part II. Non-Commutative Theory: 11. Motivation for non-commutative functions 12. Basic properties of non-commutative functions 13. Montel theorems 14. Free holomorphic functions 15. The implicit function theorem 16. Noncommutative functional calculus Notation.
Part I. Commutative Theory: 1. The origins of operator-theoretic approaches to function theory 2. Operator analysis on D: model formulas, lurking Isometries, and positivity arguments 3. Further development of models on the disc 4. Operator analysis on D2 5. Carathéodory-Julia theory on the disc and the bidisc 6. Herglotz and Nevanlinna representations in several variables 7. Model theory on the symmetrized bidisc 8. Spectral sets: three case studies 9. Calcular norms 10. Operator monotone functions Part II. Non-Commutative Theory: 11. Motivation for non-commutative functions 12. Basic properties of non-commutative functions 13. Montel theorems 14. Free holomorphic functions 15. The implicit function theorem 16. Noncommutative functional calculus Notation.
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