Coproduct Structures in Floer Theory and String Topology

Coproduct Structures in Floer Theory and String Topology

Explore the intriguing world of coproduct structures in Floer theory and string topology through this 52-minute conference talk by Lea Kenigsberg from Columbia University. Delve into the significance of these structures and discover a newly defined coproduct structure on the symplectic cohomology of Liouville manifolds. Learn about Kenigsberg's thesis work in progress as she computes an example to demonstrate the non-triviality of this structure. Gain insights into this elusive topic and its importance in the field of symplectic geometry during this Western Hemisphere Virtual Symplectic Seminar presentation.