Title: Non commutative Hardy algebras

Speaker: Prof. Baruch Solel（GTIIT）

Date & Time: October 25th (Wednesday)  4:10 PM

Location: 工北412

Abstract :

This is a joint work with Paul Muhly. In this talk I will describe the study of certain non-self-adjoint operator algebras, the (non commutative) Hardy algebras, and their representation theory. We view these algebras as algebras of (operator valued) functions on their spaces of representations. We will show that these spaces of representations can be parameterized as unit balls of certain bimodules and the functions can be viewed as Schur class operator functions on these balls. I will try to provide evidence to show that the elements in these Hardy algebras behave very much like bounded analytic functions and the study of these algebras should be viewed as non- commutative function theory.

Resume:

Professor Baruch Solel is a chair-holder professor in the Mathematics department at the Technion and is currently a visiting professor at GTIIT.His research area is Functional Analysis and Operator Theory.His main interests are in the study of non self adjoint operator algebras.

Prof. Solel received his Ph.D. in Mathematics from the University of Pennsylvania in 1981.  He was a postdoctoral fellow at Tel Aviv University (in Israel) and Dalhousie University (in Canada), served a few years as an assistant and associate professor at the University of Haifa and arrived at the Technion at 1990. Between 2007 and 2009 he was the Dean of the Faculty of Mathematics at the Technion.

欢迎全校师生参加！
注：本次讲座将纳入数学系继续教育课程。

理学院

2017年10月23日