Explore a 57-minute seminar talk by Xuanlong Fu from The Fields Institute, delivered on August 10, 2023, as part of the Operator Algebra Seminar series. Delve into the complex topic of tracial nuclear dimension and tracial approximate divisibility, examining key concepts and their applications in operator algebras. Gain insights from this presentation, which is part of the broader Thematic Program on Operator Algebras and Applications at the Fields Institute. Access the abstract for more detailed information on the specific content covered in this first part of the discussion.
Tracial Nuclear Dimension and Tracial Approximate Divisibility - Part I
Overview
Syllabus
Tracial nuclear dimension and tracial approximate divisibility, Part I
Taught by
Fields Institute
Related Courses
-
Nuclear Dimension of Twisted Groupoid C*-Algebras
-
Long Thin Covers and Nuclear Dimension
-
Nuclear C-Algebras as Inductive Limits of Finite Dimensional C-Algebras
-
Around Z-Stability - A Classification of Villadsen Algebras, Part I
-
Classification of Cuntz-Pimsner Algebras Associated to Vector Bundles, Part I
-
Probability and Model Theory of Tracial von Neumann Algebras
