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Strung, Karen R.: On classification, UHF-stability, and tracial approximation of simple nuclear C * -algebras. 5.3.2014
Inhalt
Introduction
Background
Notation
Classification of C*-algebras
The Elliott conjecture
The Jiang–Su algebra
Cuntz equivalence and the Cuntz semigroup
Regularity properties
UHF stability and tracial approximation
Tensoring with a UHF algebra
Tracially approximately S
Tracial approximation of UHF-stable C*-algebras
Tracially approximately semihomogeneous C*-algebras
Approximation by semihomogeneous C*-algebras
Cutting up base spaces
Sketch of proof with two extreme tracial states
Tracially large intervals from AI algebras
Approximation by TAH algebras with general tracial state spaces
Applications to classification
Locally recursive subhomogeneous C*-algebras
Recursive subhomogeneous C*-algebras, (`39`42`"613A``45`47`"603AF, )-excisors, and (`39`42`"613A``45`47`"603AF, )-bridges
Tracially large intervals
Main result, applications and outlook
(`39`42`"613A``45`47`"603AF, )-bridges via linear algebra
Lifting projections
Approximately excising approximate paths
(F,)-connected decompositions
Excising traces
(F,)-bridges via linear algebra
Bibliography