Abstract

Abstract. As an appendix to http://dx.doi.org/10.1515/crelle-2012-0082, this note provides some technical support to the proof of a result of W. Winter. It shows that two unital separable simple amenable 𝒵 $\mathcal {Z}$ -absorbing C* -algebras with locally finite decomposition property satisfying the UCT whose projections separate the traces are isomorphic if their K-theory is finitely generated and their Elliott invariants are the same.

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