1. The range of united K-theory
- Author
-
Boersema, Jeffrey L.
- Subjects
- *
MATHEMATICS , *HOMOLOGY theory , *ALGEBRA , *MATHEMATICAL analysis - Abstract
Abstract: We prove that the united K-theory functor is a surjective functor from the category of real simple separable purely infinite C ∗-algebras to the category of countable acyclic CRT-modules. As a consequence, we show that every complex Kirchberg algebra satisfying the universal coefficient theorem is the complexification of a real -algebra. [Copyright &y& Elsevier]
- Published
- 2006
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