The Riesz interpolation property for $K_0(A) \oplus K_1(A)$
C. R. Math. Rep. Acad. Sci. Canada Vol. 27, (2), 2005 pp. 33–40
June 30, 2005
Lawrence G. Brown, Department of Mathematics, Purdue University, West Lafayette, IN 47907–2067 USA; email: lgb@math.purdue.edu
Abstract/Résumé:
We show that if \(A\) is a \(C^*\)-algebra of real rank zero and stable rank one, then the Riesz interpolation property holds in the ordered group \(K_0(A) \oplus K_1(A)\).
Nous montrons que si \(A\) est une \(C^*\)-algèbre de rang réel zéro et de rang stable égal à un, donc la propriété d’interpolation de Riesz est valable dans le groupe ordonné \(K_0(A) \oplus K_1(A)\).
Keywords:
AMS Subject Classification: Classifications of $C^*$-algebras; factors 46L35
PDF(click to download):
The Riesz interpolation property for $K_0(A) oplus K_1(A)$
AMS Subject Classification: Classifications of $C^*$-algebras; factors 46L35
[This journal is open access except for the current year and the preceding 5 years]
