Hochschulschrift

Spectral properties of a class of analytic operator functions and their linearizations

to connected objects

Location: Deutsche Nationalbibliothek Frankfurt am Main

ISBN: 9783898737180
3898737187

Dimensions: 21 cm

Extent: 86 S.

Edition: 1. Aufl.

Language: Deutsch

Notes: graph. Darst.
Zugl.: Berlin, Techn. Univ., Diss., 2003

Keyword: Analytische Operatorfunktion
Krein-Raum
Spektraltheorie
Definisierbarer Operator
Sturm-Liouville-Problem

Event: Veröffentlichung

(where): Göttingen

(who): Cuvillier

(when): 2003

Creator: Trunk, Carsten

Table of contents: https://d-nb.info/967740932/04

Rights: Bei diesem Objekt liegt nur das Inhaltsverzeichnis digital vor. Der Zugriff darauf ist unbeschränkt möglich.

Last update: 11.03.2025, 12:13 PM CET

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Hochschulschrift

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Trunk, Carsten
Cuvillier

Time of origin

2003

Other Objects (12)

Hochschulschrift | Online-Publikation

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

Hochschulschrift | Online-Publikation

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

Hochschulschrift | Online-Publikation

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

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Spectral properties of a class of analytic operator functions and their linearizations

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Other Objects (12)

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

Spectral properties of a class of analytic operator functions and their linearizations

Analytic functions in operator variables as solution to PDES

Polynomial Expansions of analytic functions

Analytic properties of s-functions

Polynomial Expansions of analytic functions

Criteria of algebraicity of analytic functions

Spectral properties of noncommuting operators

Spectral properties of Hamiltonian operators

Spectral theory of hyponormal operators

Spectral analysis of nonlinear operators

Analytic functions

A primer of real analytic functions

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