1 citations · 2 across the 3 of their papers we have counts for
3 papers
math.OA2003★ 1 cited
The Range of United K-Theory
Jeffrey L. Boersema
We prove that united K-theory is a surjective functor from the category of real simple purely infinite C*-algebras to the cateogry of countable acyclic CRT-modules.
math.OA2003★ 1 cited
Real C*-algebras, United KK-theory, and the Universal Coefficient Theorem
Jeffrey L. Boersema
We define united KK-theory for real C*-algebras A and B such that A is separable and B is sigma-unital, extending united K-theory in the sense that KK\crt(\R, B) = K\crt(B). United…
math.OA2002
Real C*-Algebras, United K-Theory, and the Kunneth Formula
Jeffrey L. Boersema
We define united K-theory for real C*-algebras, generalizing Bousfield's topological united K-theory. United K-theory incorporates three functors -- real K-theory, complex K-theory…