Definition 45.1.2 (Tracial von Neumann Algebra).label Let $M$ be a von Neumann algebra and $\tau: M \to \complex$ be a faithful tracial state, then $(M, \tau)$ is a tracial von Neumann algebra if $\tau$ is normal.
Definition 45.1.2 (Tracial von Neumann Algebra).label Let $M$ be a von Neumann algebra and $\tau: M \to \complex$ be a faithful tracial state, then $(M, \tau)$ is a tracial von Neumann algebra if $\tau$ is normal.
Post a Comment