On domains of powers of linear operators and finite rank perturbations

Jussi Behrndt, Tomas Azizov, Friedrich Philipp, Carsten Trunk

Research output: Chapter in Book/Report/Conference proceedingChapterResearch

Original languageGerman
Title of host publicationSpectral theory in inner product spaces and applications
Place of PublicationBasel
PublisherSpringer
Pages31-37
Edition1
Publication statusPublished - 2008

Publication series

NameOperator Theory Advances and Applications
PublisherSpringer

Fields of Expertise

  • Information, Communication & Computing

Treatment code (Nähere Zuordnung)

  • Basic - Fundamental (Grundlagenforschung)

Cite this

Behrndt, J., Azizov, T., Philipp, F., & Trunk, C. (2008). On domains of powers of linear operators and finite rank perturbations. In Spectral theory in inner product spaces and applications (1 ed., pp. 31-37). (Operator Theory Advances and Applications). Basel: Springer.

On domains of powers of linear operators and finite rank perturbations. / Behrndt, Jussi; Azizov, Tomas; Philipp, Friedrich; Trunk, Carsten.

Spectral theory in inner product spaces and applications. 1. ed. Basel : Springer, 2008. p. 31-37 (Operator Theory Advances and Applications).

Research output: Chapter in Book/Report/Conference proceedingChapterResearch

Behrndt, J, Azizov, T, Philipp, F & Trunk, C 2008, On domains of powers of linear operators and finite rank perturbations. in Spectral theory in inner product spaces and applications. 1 edn, Operator Theory Advances and Applications, Springer, Basel, pp. 31-37.
Behrndt J, Azizov T, Philipp F, Trunk C. On domains of powers of linear operators and finite rank perturbations. In Spectral theory in inner product spaces and applications. 1 ed. Basel: Springer. 2008. p. 31-37. (Operator Theory Advances and Applications).
Behrndt, Jussi ; Azizov, Tomas ; Philipp, Friedrich ; Trunk, Carsten. / On domains of powers of linear operators and finite rank perturbations. Spectral theory in inner product spaces and applications. 1. ed. Basel : Springer, 2008. pp. 31-37 (Operator Theory Advances and Applications).
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