Localizing the Elliott Conjecture at Strongly Self-absorbing C*-algebras --An Appendix

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Lin, Huaxin
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This note provides some technical support to the proof of a result of W. Winter which shows that two unital separable simple amenable ${\cal Z}$-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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Mathematics - Operator Algebras, 46L35
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