Schlichting's Theorem for Approximate Subgroups

Explore Schlichting's Theorem and its applications to approximate subgroups in this 33-minute lecture by Tingxiang Zou from the University of Muenster. Delivered as part of the Workshop on Model Theory and Combinatorics at the Fields Institute, delve into the intricacies of Schlichter's Theorem, its generalizations, and the structure of approximate subgroups. Learn about the canonical object and follow the proof, gaining insights into this important topic in group theory. Conclude with a question-and-answer session to deepen your understanding of the subject matter.

Introduction
Schlichters Theorem
Generalizations
Approximate Subgroups
Structure of Approximate Subgroups
Canonical Object
Proof
Questions