A simple nuclear C*-algebra with an internal asymmetry

Abstract

We construct an example of a simple approximately homogeneous C*-algebra such that its Elliott invariant admits an automorphism which is not induced by an automorphism of the algebra.

AMSLaTeX; 34 pages. In version 2, various misprints have been fixed, and a conceptually minor but messy correction has been made to the proof of the main theorem

Cited by in corpus (2)

• The radius of comparison of the crossed product by a tracially strictly approximately inner action
• Amenable actions on ill-behaved simple C*-algebras