Tracial Nuclear Dimension of C*-algebras

Xuanlong Fu 符玄龙  (ECNU)

14:00 - 15:00, April 16, 2018   Science Building A1510

Abstract:

The nuclear dimension proposed by Winter and Zacharias has became one of the most important concepts in the classification theory of C*-algebras. In this talk I will give the definition of tracial nuclear dimension, which is the tracial version of nuclear dimension. It turns out that many regularity properties still holds when the tracial nuclear dimension is finite. This is a joint work with Huaxin Lin.