Definition 38.5.2 (*-Representation).label Let $A$ be an involutive Banach algebra, then a *-representation of $A$ is a pair $(H, \pi)$, where $H$ is a complex Hilbert space, and $\pi: A \to B(H)$ is a *-homomorphism.
Definition 38.5.2 (*-Representation).label Let $A$ be an involutive Banach algebra, then a *-representation of $A$ is a pair $(H, \pi)$, where $H$ is a complex Hilbert space, and $\pi: A \to B(H)$ is a *-homomorphism.
Post a Comment