There has been a lot of interest in recent years in connections between Khovanov homology and Floer theory. These connections usually come in the form of spectral sequences, with E_2 page the Khovanov homology of a link and converging to the relevant Floer theory.
I will review Khovanov homology in terms of a functor from the cube category to the category of (graded) abelian groups.
University of North Carolina
Western Illinois University
This is a joint Topology - Algebraic Topology seminar.
University of Edinburgh