Crossed products of C*-algebras with the weak expectation property

Abstract

If $\alpha$ is an amenable action of a discrete group $G$ on a unital C*-algebra $A$, then the crossed-product C*-algebra $A{⋊}_{\alpha }G$ has the weak expectation property if and only if $A$ has this property.

Cited by in corpus (1)

• Amenability and weak containment for actions of locally compact groups on $C^{\ast }$-algebras