Derivations on Murray-von Neumann algebras

Release time:2022-11-22Views:546

Title: Derivations on Murray-von Neumann algebras


Speaker: Karimbergen KudaybergenovV.I. Romanovskiy Institute of Mathematics, Uzbekistan Academy of Sciences) 


Time:  December  7, 9, 14, 16, 21, 23  2022  14:00-15:30


Zoom Meeting ID:858 6332 1599,Password:221206

Link: https://unsw.zoom.us/skype/85863321599

      

Abstract:In the first part of the course we shall mainly discuss derivations on bounded operator algebras. The main attention will be the three celebrated results: Kaplansky-Singer Theorem; Sakai`s continuity theorem and Kadison-Sakai theorem that all derivations on von Neumann algebras are inner. In second part we move to discuss the description of derivations on unbounded operator algebras, mainly on Murray-von Neumann algebras. At the end we shall consider some open problems.


 Video


Copyright (C)2017 Institute for Advanced Study in Mathematics of HIT All Rights Reserved.
Recruitment:
Contact Us:
Tel:86413107      Email:IASM@hit.edu.cn
Add:NO.92 West Da Zhi St. Harbin China
Technical support:Net & Information Center,HIT