题目：From Hilbert C*-bimodule to correspondence I;
From Hilbert C*-bimodule to correspondence II

报告人：袁巍副研究员（中国科学院数学与系统科学研究院）

时间：2017年7月30日（星期日）上午9:00-10:00；10:30-11:30

地点：数学科学学院三楼报告厅（数学楼304房间）

摘要：

Guionnet-Jones-Shlyakhtenko-Walker's construction provide a way to realize every rigid C*-tensor category as a category of correspondences of some II_1 factor. If the category is countably generated, the factor can be chosen to be L(F_\infty).  I will extend this result to arbitrary C^*-tensor category. In the first talk, I will review the background and explain the ideal of the proof. In the second talk, we will discuss the proof in detail.