Journal of Operator Theory

Volume 61, Issue 2, Spring 2009 pp. 227-238.

A simple

$C^{*}$ -algebra with perforation and the corona factorization property

Authors: D. Kucerovsky

$1$ and P.W. Ng

$2$
Author institution:

$1$ Department of Mathematics, UNB-F, Fredericton, NB E3B 5A3, Canada

$2$ Mathematics Department, University of Louisiana at Lafayette, 217 Maxim Doucet Hall, P.O. Box 41010, Lafayette, LA 70504-1010, USA

Summary: The corona factorization property is connected with the

$KK$ -theory and the behaviour of stability for

$C^{*}$ -algebras. We show that there exists a simple

$C^{*}$ -algebra with perforation and the corona factorization property.

Keywords:

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