Here is a link to the slides for the short talk that I am giving in COSY.
This talk is a short version of the talk I gave at the Besancon Functional Analysis Seminar last week; here are the slides for that talk.
Next Tuesday, May 19th, at 14:30 (Israeli time), I will give a video talk at the Séminaire d’Analyse Fonctionnelle “in” Laboratoire de mathématiques de Besançon. It will be about my recent paper with Michael Skeide, the one that I announced here.
Title: CP-Semigroups and Dilations, Subproduct Systems and Superproduct Systems: the Multi-Parameter Case and Beyond.
Abstract: We introduce a framework for studying dilations of semigroups of completely positive maps on von Neumann algebras. The heart of our method is the systematic use of families of Hilbert C*-correspondences that behave nicely with respect to tensor products: these are product systems, subproduct systems and superproduct systems. Although we developed our tools with the goal of understanding the multi-parameter case, they also lead to new results even in the well studied one parameter case. In my talk I will give a broad outline and a taste of the dividends our work.
The talk is based on a recent joint work with Michael Skeide.
Assumed knowledge: Completely positive maps and C*-algebras.
Feel free to write to me if you are interested in a link to the video talk.
