CBMS

CBMS: Basic Homotopy Lemma, Asymptotic Uniqueness Theorem and the Classification of C*-Algebras

University of Wyoming

June 8-12, 2015

Principal Speaker: Huaxin Lin (University of Oregon and East China Normal University)
(Lecture 1 and Lecture 2, Lecture 3, Lecture 4, Lecture 5 and Lecture 6, Lecture 7 and Lecture 8)

Talks:
Rokhlin dimension: tracial properties and crossed product, Eusebio Gardella (University of Oregon)

Representations of the Cuntz semigroup and the tensor product of C*-algebras, Cristian Ivanescu (MacEwan University).

A classification of real rank zero limits of generalized dimension drop interval algebras, Zhiqiang Li (ChongQing University). (Slides)

Approximately compatible observables and K-theory, Terry Loring (University of New Mexico). (Slides)

Some purely infinite corona algebras, Ping W. Ng (University of Louisiana, Lafayette)
Wavelets associated to representations of C*-algebras, Judith Packer (University of Colorado, Boulder). (Slides)
Crossed Products by Spectrally Free Actions, Cornel Pasnicu (University of Texas, San Antonio). (Slides)

Finiteness and MF property in C*-crossed products, Timothy Rainone (Texas A&M University). (Slides)

Approximate diagonalization of homomorphisms from AH-algebras to simple unital Z-stable C*-algebras, Min Yong Ro (University of Oregon). (Slides)

Classification of group actions on C*-algebras, Luis Santiago (University of Aberdeen)

Tracial Rokhlin property for actions of amenable group on C*-algebras, Qingyun Wang (University of Toronto). (Slides)

The Cuntz semigroup and the Elliott invariant, Kun Wang (University of Toronto). (Slides)

Group Photo 1, Group Photo 2. Picnic Photos and Fishing Photos (by Su Chen Kang)