Living Reference Work

Continuously updated edition

Operator Theory

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ISBN: 978-3-0348-0692-3 (Online)

Table of contents (64 entries)

A - Z
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  1. All

  2. A

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      A Von Neumann Algebra Over the Adele Ring and the Euler Totient Function

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      An Introduction to Hilbert Module Approach to Multivariable Operator Theory

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      Applications of Hilbert Module Approach to Multivariable Operator Theory

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      Applications of de Branges Spaces of Vector Valued Functions

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      Arithmetic Functions in Harmonic Analysis and Operator Theory

  3. B

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      Basics of Secrecy Coding

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      Bergman Kernel in Complex Analysis

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      Boundary Triplets, Weyl Functions, and the Kreĭn Formula

  4. C

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      Clifford Analysis for Higher Spin Operators

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      Commutative Dilation Theory

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      Contractions and the Commutant Lifting Theorem in Kreĭn Spaces

  5. D

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      De Branges Spaces and Growth Aspects

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      Discrete Clifford Analysis

  6. F

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      Finite-Dimensional Indefinite Inner Product Spaces and Applications in Numerical Analysis

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      Fourier Transforms in Clifford Analysis

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      Fueter Mapping Theorem in Hypercomplex Analysis

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      Function Spaces in Quaternionic and Clifford Analysis

  7. G

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      Generalized Nevanlinna Functions: Operator Representations, Asymptotic Behavior

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      Geometric Perspectives on Reproducing Kernels

  8. H

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      Hermitian Clifford Analysis

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