Definition 37.8.9 (Type $\vnII_{\infty}$).label Let $H$ be a complex Hilbert space and $A \subset B(H)$ be a type $\vnII$ von Neumann algebra, then $A$ is of type $\vnII_{\infty}$ if $A$ has no non-zero finite central projections.
Definition 37.8.9 (Type $\vnII_{\infty}$).label Let $H$ be a complex Hilbert space and $A \subset B(H)$ be a type $\vnII$ von Neumann algebra, then $A$ is of type $\vnII_{\infty}$ if $A$ has no non-zero finite central projections.
Post a Comment