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On the Simple Inductive Limits of Splitting Interval Algebras with Dimension Drops
Published online by Cambridge University Press: 20 November 2018
Abstract
A $\text{K}$-theoretic classification is given of the simple inductive limits of finite direct sums of the type I ${{C}^{*}}$-algebras known as splitting interval algebras with dimension drops. (These are the subhomogeneous ${{C}^{*}}$-algebras, each having spectrum a finite union of points and an open interval, and torsion ${{K}_{1}}$-group.)
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- Copyright © Canadian Mathematical Society 2012
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