This course covers the topic of "Non-metrizable universal minimal flows" and includes discussions on flows, continuous actions, rotations, minimal flows, local compact groups, ultra filters, semigroup structure, and more. The course aims to help learners understand the concept of universal minimum flow and its applications. The teaching method involves lectures and discussions. This course is intended for individuals interested in symbolic logic and advanced topics in mathematics.
Overview
Syllabus
Intro
What are flows
Continuous actions
Rotations
Minimal flows
Allover program
Local compact groups
Motivation
Syn Groups
Product of two groups
Space of all ultra filters
Projections
Investigations
Semigroup structure
Minimum left ideals
Semigroup homomorphism
Universal minimum flow
Minimal subflows
Questions
Taught by
Joint Mathematics Meetings
