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- Joint Institute for Nuclear ResearchRU48 papers
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4 papers · 1 filter
Decomposition rank of subhomogeneous -algebras
Wilhelm Winter
We analyze the decomposition rank (a notion of covering dimension for nuclear -algebras introduced by E. Kirchberg and the author) of subhomogeneous -algebras. In particu…
Compactification of the Bruhat-Tits building of PGL by seminorms
Annette Werner
We construct a compactification of the Bruhat-Tits building associated to the group PGL(V) which can be identified with the space of homothety classes of seminorms on V endowed wit…
Covering dimension and quasidiagonality
Eberhard Kirchberg, Wilhelm Winter
We introduce the decomposition rank, a notion of covering dimension for nuclear C^*-algebras. The decomposition rank generalizes ordinary covering dimension and has nice permanence…
Central twisted transformation groups and group -algebras of central group extensions
Siegfried Echterhoff, Dana P. Williams
We examine the structure of central twisted transformation group \cs-algebras $C_{0}(X)\rtimes_{\id,u}G$, and apply our results to the group \cs-algebras of central group extension…