Pure states on free group C*-algebras

Abstract

We prove that all of the pure states of the reduced C*-algebra of the free goup on ${\aleph }_1$ generators are *-automorphism equivalent and extract some consequences of that fact.

3 pages, results improved with the addition of a third author

References in corpus (2)

• Consistency of a counterexample to Naimark's problem
• Classically normal pure states