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THE K-THEORY OF SOME HIGHER RANK EXEL–LACA ALGEBRAS
Part of
- Selfadjoint operator algebras
BERNHARD BURGSTALLER
Journal:

Journal of the Australian Mathematical Society / Volume 84 / Issue 1 / February 2008

Published online by Cambridge University Press:

01 February 2008, pp. 21-38

Print publication:

February 2008
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Let be a higher rank Exel–Laca algebra generated by an alphabet . If contains d commuting isometries corresponding to rank d and the transition matrices do not have finite rows, then is trivial and is isomorphic to K0 of the abelian subalgebra of generated by the source projections of .