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Strict comparison and Z-absorption of nuclear C*-algebras
Published 7 Nov 2011 in math.OA | (1111.1637v1)
Abstract: For any unital separable simple infinite-dimensional nuclear C*-algebra with finitely many extremal traces, we prove that Z-absorption, strict comparison, and property (SI) are equivalent. We also show that any unital separable simple nuclear C*-algebra with tracial rank zero is approximately divisible, and hence is Z-absorbing.
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