KMS states on Cuntz-Pimsner algebras


Adam Rennie


University of Wollongong


Thu, 20/09/2018 - 12:00pm


RC-2063, The Red Centre, UNSW


In work with Robertson and Sims, I found a way to cook up a KMS weight/state on a Cuntz-Pimsner algebra starting with a very strange operator-valued weight. I will describe the construction.

If I have time I will describe almost completed work with Goffeng and Usachev which, among other things, relates this construction to a more systematic construction of Laca and Neshveyev. This is interesting because of the relation to Banach limits and the Li ideal.

School Seminar Series: