报告人简介：

刘智超，大连理工大学数学科学学院副教授，主要从事C*-代数及泛函分析相关的研究工作。在研究C*-代数的性质和使用K-理论作为不变量分类C*-代数方面取得一系列研究成果。在《Proc. London Math. Soc.》,《Math. Ann.》《J. Funct Anal.》等国际学术期刊发表多篇科研论文。

报告简介：

The theory and application of C*-algebras are related to such fields as operator theory, quantum mechanics and dynamical systems. In 1989, George A. Elliott initiated the program of classification of C*-algebras by their K-theoretical data. Since then, great efforts have been made to classify amenable C*-algebras. Large classes of simple amenable C*-algebras were discovered to be classifiable. This talk aims to give a brief history of the classification of C*-algebras. We also discuss some basic examples and fundamental technique in the classification theory, after reviewing the successes of the program on simple C*-algebras, I will present some progress on real rank zero C*-algebras.