Can I read Z^N-actions on UHF algebras of infinite type on EtoBox?

Z^N-actions on UHF algebras of infinite type by Matui, Hiroki is a scholarly article available to read on EtoBox.

What is Z^N-actions on UHF algebras of infinite type about?

We prove that all strongly outer Z^N-actions on a UHF algebra of infinite type are strongly cocycle conjugate to each other. We also prove that all strongly outer, asymptotically representable Z^N-actions on a unital simple AH algebra with real rank zero, slow dimension growth and finitely many extremal tracial states are cocycle conjugate to each other.

Author

Matui, Hiroki

Published

2010

Language

EN