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Countable Saturation of Corona Algebras by Farah, Ilijas; Hart, Bradd is a scholarly article available to read on EtoBox.

What is Countable Saturation of Corona Algebras about?

We present unified proofs of several properties of the corona of $\sigma$-unital C*-algebras such as AA-CRISP, SAW*, being sub-$\sigma$-Stonean in the sense of Kirchberg, and the conclusion of Kasparov's Technical Theorem. Although our results were obtained by considering C*-algebras as models of the logic for metric structures, the reader is not required to have any knowledge of model theory of metric structures (or model theory, or logic in general). The proofs involve analysis of the extent of model-theoretic saturation of corona algebras.

Author

Farah, Ilijas; Hart, Bradd

Published

2011

Language

EN