Previous issue ·  Next issue ·  Most recent issue in the archive · All issues in the archive   

Journal of Operator Theory

Volume 92, Issue 2, Autumn 2024  pp. 453-461.

A note on when amenable traces are quasidiagonal

Authors:  Robert Neagu
Author institution: Mathematical Institute, University of Oxford, Oxford, OX2 6GG, U.K.

Summary:  We will show that for a separable exact $C^*$-algebra with a faithful amenable trace, the property that all amenable traces are quasidiagonal is invariant under homotopy.

DOI: http://dx.doi.org/10.7900/jot.2022nov02.2400
Keywords:  $C^*$-algebras, quasidiagonal traces, amenable traces, homotopy


Contents    Full-Text PDF    

Journal of Operator Theory
is published by The Theta Foundation
Online ISSN 1841-7744
© Theta Foundation
Comments may be emailed to jot at theta.ro