Gabe, James (2018) A new proof of\break Kirchberg's Q-2-stable classification. Journal für die reine und angewandte Mathematik. (doi:10.1515/crelle-2018-0010).
Abstract
I present a new proof of Kirchbergs Q2-stable classification theorem: two separable, nuclear, stable/unital, Q2-stable C∗-algebras are isomorphic if and only if their ideal lattices are order isomorphic, or equivalently, their primitive ideal spaces are homeomorphic. Many intermediate results do not depend on pure infiniteness of any sort.
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- Faculties (pre 2018 reorg) > Faculty of Social, Human and Mathematical Sciences (pre 2018 reorg) > Mathematical Sciences (pre 2018 reorg) > Pure Mathematics (pre 2018 reorg)
Current Faculties > Faculty of Social Sciences > School of Mathematical Sciences > Mathematical Sciences (pre 2018 reorg) > Pure Mathematics (pre 2018 reorg)
School of Mathematical Sciences > Mathematical Sciences (pre 2018 reorg) > Pure Mathematics (pre 2018 reorg) - Faculties (pre 2018 reorg) > Faculty of Social, Human and Mathematical Sciences (pre 2018 reorg) > Mathematical Sciences (pre 2018 reorg)
Current Faculties > Faculty of Social Sciences > School of Mathematical Sciences > Mathematical Sciences (pre 2018 reorg)
School of Mathematical Sciences > Mathematical Sciences (pre 2018 reorg)
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