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Compact Derivations on Von Neumann Algebras

Canadian Mathematical Bulletin, 1981
AbstractIf is a von Neumann algebra that thas no nonzero finite discrete central projection, then there is no nontrivial compact derivation of into itself.
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Injective von Neumann Algebras

2003
We have finally come to the first highlight of the entire book. Both sections are devoted to the proof of the equivalence of the injectivity and the approximately finite dimensionality of a von Neumann algebra, Corollary 1.8 and Theorem 1.9. The implication: the AFD ⇒ the injectivity for a von Neumann algebra is an easy consequence of averaging over ...
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Abelian von Neumann algebras

2011
This thesis carries out some of classical integration theory in the context of an operator algebra. The starting point is measure on the projections of an abelian von Neumann algebra. This yields an integral on the self-adjoint operators whose spectral projections lie in the algebra.
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Abelian von Neumann algebras

Abstract This chapter serves to prepare the reader for the future interpretation of non-abelian von Neumann algebras as noncommutative L∞-spaces. We achieve this by presenting a proof of Maharam’s theorem interpreted from a von Neumann algebra perspective, which is in essence a structural classification of abelian von Neumann algebras ...
Stanisław Goldstein, Louis Labuschagne
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Von Neumann Algebras. C*-Algebras. W*-Algebras

1992
The purpose of this section is to provide a brief glossary of mathematical terms, concepts and theorems which will be subsequently used. Proofs are only sketched or omitted altogether and the reader is referred to the bibliography at the end of the section to supplement this minimal exposition.
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von Neumann algebras

2019
Vijay Kodiyalam, V S Sunder
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Normalcy in Von Neumann Algebras

Proceedings of the London Mathematical Society, 1973
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