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Spitters, B.A.W.

NARCIS 

Constructive Results on Operator Algebras

We present a to following results in the constructive theory of operator algebras. A representation theorem for finite dimensional von Neumann-algebras. A representation theorem for normal functionals. The spectral measure is independent of the choice of the basis of the underlying Hilbert space. Finally, the double commutant theorem for finite von Neumann algebras and for Abelian von Neumann algebras

Spitters, Bas

NEUROSURGERY ENTHUSIASTIC WOMEN SOCIETY

Radboud Repository

ZENODO

Spitters,Bas

ARPHA OAI-PMH Endpoint

ARPHA Preprints

Pure OAI Repository

English

Constructive results on operator algebras

We present a to following results in the constructive theory of operator
algebras. A representation theorem for finite dimensional von Neumann-algebras. A
representation theorem for normal functionals. The spectral measure is independent of
the choice of the basis of the underlying Hilbert space. Finally, the double commutant
theorem for finite von Neumann algebras and for Abelian von Neumann algebras

Spitters, BAW Bas

Repository TU/e

https://pure.tue.nl/ws/files/2274437/Metis210124.pdf

Constructive Results on Operator Algebras

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NARCIS

NEUROSURGERY ENTHUSIASTIC WOMEN SOCIETY

Radboud Repository

ZENODO

ARPHA OAI-PMH Endpoint

ARPHA Preprints

Pure OAI Repository

Repository TU/e

NARCIS