Ulrich Pennig and Marius Dadarlat - Free people check

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Equivariant higher Dixmier-Douady Theory for circle actions ...

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by DE Evans · — From: Ulrich Pennig [view email] [v1] Mon, 31 Jan :23:30 UTC (38 KB). Full-text links: Download: PDF · PostScript · Other formats. by M Dadarlat · — Title:Bundles of strongly self-absorbing C^*-algebras with a Clifford grading. Authors:Marius Dadarlat, Ulrich Pennig. › math

A Dixmier–Douady theory for strongly self-absorbing C De Gruyter

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De Gruyter A Dixmier–Douady theory for strongly self-absorbing C -algebras. By Marius Dadarlat at West Lafayette and Ulrich Pennig at Münster. Abstract. We show that the Dixmier–Douady theory of continuous fields of C -alge- bras with compact operators K as fibers extends significantly to a more general theory of.

ALGEBRAS 1. Introduction Connectivity of separable C

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by M Dadarlat · · Cited by 11 — MARIUS DADARLAT AND ULRICH PENNIG. Abstract. Connectivity is a homotopy invariant property of separable. C∗-algebras which has three notable consequences: ... › article › pii

Journal of Functional Analysis | Vol 272, Issue 12, Pages

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Journal of Functional Analysis. Supports Open Access. Open Archive. Articles in press Latest issue Special issues All issues Sign in to set up alerts. Volume 272, Issue 12 Pages (15 June 2017) Previous vol/issue Marius Dadarlat, Ulrich Pennig. Pages Download PDF. Article preview.