A Lagrangian Floer Theory for Traceless SU2 Character Varieties of Tangles

A Lagrangian Floer Theory for Traceless SU2 Character Varieties of Tangles

Explore a comprehensive lecture on Lagrangian Floer theory for traceless SU2 character varieties of tangles, presented by Paul Kirk. Delve into the intricate world of quantum topology as Kirk examines the intersection between Lagrangian Floer homology and character varieties associated with tangles. Gain insights into the mathematical structures and techniques used to study these complex topological objects, and understand their significance in the broader context of low-dimensional topology and gauge theory. Over the course of 54 minutes, discover how this specialized theory contributes to our understanding of knot invariants and the geometry of 3-manifolds.