Jung-Hayes Free Entropy and Its Applications to Von Neumann Algebras, Part I
Offered By: Fields Institute via YouTube
Course Description
Overview
Explore the intricacies of Jung-Hayes free entropy and its applications to von Neumann algebras in this 54-minute seminar talk delivered by David Jekel at the Fields Institute. Delve into the fundamental concepts and theoretical foundations of operator algebras as part of the Operator Algebra Seminar series and the Thematic Program on Operator Algebras and Applications. Gain insights into the first part of this complex mathematical topic, which serves as a crucial component in the study of von Neumann algebras and their properties.
Syllabus
Jung-Hayes free entropy and its applications to von Neumann algebras, Part I
Taught by
Fields Institute
Related Courses
Quantum Chemistry of Atoms and MoleculesNPTEL via Swayam MIP* = RE
Simons Institute via YouTube A Tale of Turing Machines, Quantum-Entangled Particles, and Operator Algebras
Simons Institute via YouTube Sketches of a Mathematical Theory of Qualia
Models of Consciousness Conferences via YouTube Geometry with Linear Algebra - Wild Linear Algebra A - NJ Wildberger
Insights into Mathematics via YouTube