Huaxin Lin

An introduction to the classification of amenable C*-algebras

The basics of C*-algebras amenable C*-algebras and K-theory AF-algebras and ranks of C*-algebras classification of simple AT-algebras C*-algebra extensions classification of simple amenable C*-algebras.

Classification of simple C^*-algebras of tracial topological rank zero

We give a classification theorem for unital separable simple nuclear

Classification of Simple Tracially AF C -Algebras

C^*

ALMOST MULTIPLICATIVE MORPHISMS AND K-THEORY

-algebras with tracial topological rank zero which satisfy the Universal Coefficient Theorem. We prove that if

Crossed products by minimal homeomorphisms

A

Classification of homomorphisms and dynamical systems

and

On infinite simple C∗-algebras

B

GENERALIZED WEYL-VON NEUMANN THEOREMS

are two such

IDEALS OF MULTIPLIER ALGEBRAS OF SIMPLE AF C*-ALGEBRAS

C^*

Approximate unitary equivalence in simple C* -algebras of tracial rank one

-algebras and