Explore the intricate connections between Boolean-valued logic and ergodic structure theory in this 50-minute lecture by Asgar Jamneshan from Koç University. Delivered on August 29, 2023, as part of the Workshop on Operator Algebras and Applications: Connections with Logic at the Fields Institute, this talk delves into the fascinating intersection of mathematical logic and dynamical systems. Gain insights into how Boolean-valued logic can be applied to ergodic theory, potentially uncovering new perspectives on structural properties of dynamical systems. Suitable for researchers and advanced students in mathematics, this lecture contributes to the broader Thematic Program on Operator Algebras and Applications.
Connections Between Boolean-Valued Logic and Ergodic Structure Theory
Overview
Syllabus
Connections between Boolean-valued logic and ergodic structure theory
Taught by
Fields Institute
Related Courses
-
Set Theory and Mathematical Logic
-
Introduction to Fuzzy Set Theory, Arithmetic and Logic
-
The Complexity of Conjugacy and Orbit Equivalence for Free Ergodic Actions
-
Stability of Amenable Groups - Uncountably Many Examples and Connections to Dynamical Systems
-
Introduction to Ergodic Theory - Lecture 2
-
Introduction to Ergodic Theory - Lecture 3
