Stability and Invariant Random Subgroups I

Explore the fascinating world of group theory and logic in this 56-minute lecture by Andreas Thom, part of the Hausdorff Trimester Program on Logic and Algorithms in Group Theory. Delve into the intriguing question of whether almost commuting permutations are close to truly commuting ones, and discover the methods used to determine when near-solutions to equations in permutation groups approach actual solutions. Gain a foundational understanding of unimodular random networks and invariant random subgroups, and learn how these concepts are applied to solve decision problems in graph theory and group theory. Uncover the groundbreaking work of Arzhantseva and Paunescu as you navigate through this intellectually stimulating presentation from the Hausdorff Center for Mathematics.

Andreas Thom: Stability and invariant random subgroups I