[PHK_seminar] [Cohomology]Wednesday 24 Apr, Karen Strung

Igor Khavkine khavkine at math.cas.cz
Wed May 1 15:09:03 CEST 2024


Dear All,

The video recording of the talk by Karen Strung from last week is now 
available on YouTube at

   https://youtu.be/mF1Cq8uZmNs

The link has also been recorded at the ResearchSeminars announcement

   https://researchseminars.org/talk/PHK-cohomology-seminar/108/

Best,

Igor

On 4/22/24 1:00 PM, sender of seminar announcement via phk_seminar wrote:
> Wednesday, 24 April 2024 - 13:30 to 14:30
> Place: Institute of Mathematics of ASCR, Žitná 25, Praha 1, the blue 
> lecture room of the rear building+ ZOOM meeting
> 
> Speaker: Karen Strung, Institute of Mathematics of ASCR
> Title: An introduction to the classification of C*-algebras
> 
> Abstract
> 
> I will give an expository talk about the C*-algebra classification 
> program. In recent years, the following classification theorem was 
> established after years of work by many authors:
> 
> 
> Theorem: Let A and B be simple, separable, nuclear C*-algebras which 
> tracially absorb the Jiang-Su algebra and satisfy the UCT. Then an 
> isomorphism of the Elliott Invariants of A and B can be lifted to a 
> *-isoomorphism of A and B.
> 
> 
> I will explain the terms in the theorem, and discuss how everything fits 
> together.
> 
> -----------------------------------------------------------------------------------------------------------------------
> 
> We shall open the lecture room and ZOOM at 13.15 for coffee and close 
> the room at 15:00
> 
> Join Zoom Meeting
> 
> https://cesnet.zoom.us/j/99598413922?pwd=YXNFbk50aVhleXhWSGtISFViLytRUT09 <https://cesnet.zoom.us/j/99598413922?pwd=YXNFbk50aVhleXhWSGtISFViLytRUT09>
> 
> MeetingID:99598413922
> 
> Passcode:Galois
> 
> 
> For more information see the seminar web page at
> https://www.math.cas.cz/index.php/events/seminar/16
> 
> Cohomology in algebra, geometry, physics and statistics mailing list
> phk_seminar at math.cas.cz
> https://list.math.cas.cz/listinfo/phk_seminar@math.cas.cz
> 
> 
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