Involution representation

A representation $\pi$ of an involution algebra $A$ by continuous linear operators on a Hilbert space such that $\pi (x{)}^{\ast }=\pi (x^{\ast })$ for all $x\in A$, where $x^{\ast }$ is the image of $x$ under the involution of $A$.

References[edit]

• [a1] J. Dixmier, "$C^{\ast }$ algebras", North-Holland (1977) (Translated from French)