C*-Algebras: Tensor Products, Approximation & Classification
Since Elliotts classification of approximately finite C*-algebras it is well known that there are strong ties between classification theory and approximation theory for C*-algebras. The full depth of this relation became clear only after the groundbreaking work of Eberhard Kirchberg on tensor products and approximation properties of C*-algebras with astounding applications to (on first sight unrelated) important problems: the Connes embedding problem and the classification of (purely infinite) C*-algebras. The meeting will focus on breathtaking recent advances in these topics due to several young rising stars.
Mikael de la Salle
N. Christopher Phillips
Eberhard Kirchberg’s book manuscript: The Classification of Purely Infinite C*-Algebras Using Kasparov’s Theory.
Support and child care
Child care is available free of charge for all participants of the workshop.
Venue and Travel Information
The conference takes place in room SRZ 216/217 on the second floor of the seminar building located at
Detailed travel information can be found on the MM websites.
You are welcome to download the poster and display it at your institution.
The conference is supported by the Cluster of Excellence Mathematics Münster.