Journal of Operator Theory

Volume 50, Issue 2, Fall 2003 pp. 387-409.

$\mathbb{Z}$ -Analytic TAF algebras and partial dynamical systems

Authors: Justin R. Peters

$1$ and Yiu T. Poon

$2$
Author institution:

$1$ Department of Mathematics, Iowa State University, Ames, IA 50011, USA

$2$ Department of Mathematics, Iowa State University, Ames, IA 50011, USA

Summary: Connections between partial dynamical systems, a generalized notion of partial dynamical systems defined by nested sequences of partial hoeomorphisms, and triangular AF algebras which admit an integer-valued cocycle are established.

Keywords: Partial dynamical system, triangular {\rm AF} algebra,

${\bbb Z}$ -analytic

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