# Dynamics and C*-Algebras: Amenability and Soficity

## Videos from BIRS Workshop

, University of Copenhagen
- 11:58
Elementary amenable groups have quasidiagonal C*-algebra
, University of Oregon
- 15:02
Crossed products from minimal dynamical systems
, University of Ottawa
- 16:22
Dimension and Regularity for C*-Algebras
, Purdue University
- 17:19
K-quasidiagonality and almost flat K-theory
, Kyoto University
- 10:30
Elementary amenable groups are quasidiagonal
, Institute of Mathematics, Polish Academy of Sciences
- 11:59
Classification of C*-algebras of property (P) homeomorphisms on odd dimensional spheres
, University of Oregon
- 14:56
Centrally Large Subalgebras and Stable Rank One
, University of Wyoming
- 16:08
The C*-algebra of a minimal homeomorphism with zero mean dimension
, Texas A & M University
- 16:54
K-theoretical Dynamics and C*-crossed Products
, KU Leuven
- 17:27
Amenable operator algebras and the isomorphism problem
, University of Glasgow
- 11:22
Classifying maps by traces
, Queen Mary University of London
- 12:13
Amenability and the Liouville property
, Universidade Federal de Santa Catarina - Brazil
- 10:10
The tight groupoid of an inverse semigroup
, University of Muenster
- 11:58
Existence and uniqueness of circle actions on Kirchberg algebras
, University of Muenster
- 14:57
Classifiability of crossed products
, University of Louisiana at Lafayette
- 16:16
Sums of commutators in pure C*-algebras
On the bound of the $\text{C}^*$ exponential length and the classification invariants of $\text{C}^*$-algebras