Explore a 53-minute lecture from the Fields Institute's Operator Algebra Seminar, delivered by Jamie Gabe from the University of Southern Denmark. Delve into the intricacies of the Dynamical Kirchberg-Phillips Theorem, a key topic in operator algebras and their applications. Gain insights from this advanced mathematical discourse, part of the Thematic Program on Operator Algebras and Applications. Access the abstract for a deeper understanding of the lecture's content and context within the broader field of operator algebra.
Overview
Syllabus
The Dynamical Kirchberg-Phillips Theorem
Taught by
Fields Institute
Related Courses
-
A Generalized BDF-Kasparov Theorem and Voiculescu Theorem, Part I
-
A Generalized BDF-Kasparov Theorem and Voiculescu Theorem, Part II
-
On the Existence, or Lack, of Non-Commutative Factors of a Dynamical System
-
Unveiling the Pontryagin Duality Theorem - A Proof in 4 Steps
-
Rigidity Results for Group von Neumann Algebras with Diffuse Center
-
Exotic Circle Actions on Classifiable C*-Algebras
