March 2018 |

4:00 pm Monday, April 2, 2018 Stulken Seminars: Topology: Link homology and Floer homology in pictures by cobordismsby Adam Saltz (University of Georgia) in HB 427- There are no fewer than eight link homology theories which admit spectral sequences from Khovanov homology. These theories have very different origins -- representation theory, gauge theory, symplectic topology -- so it's natural to ask for some kind of unifying theory. I will attempt to describe this theory using Bar-Natan's pictorial formulation of link homology. This strengthens a result of Baldwin, Hedden, and Lobb and proves new functoriality results for several link homology theories. (I won't assume much specific knowledge of these link homology theories!)
Submitted by shelly@rice.edu |