4Tu-2

Workshop on Khovanov Homology

UQAM, Montreal, October 2005

Abstract. After quickly telling you about the new and dandy form of the Knot Atlas (joint with Morrison), I will tell you about Naot's "most general Khovanov homology" and Green's computation thereof.

Visit the Knot Atlas! (You may start at Wikipedia).
See the handout: 4Tu-2.pdf.
Also see the Mathematica notebook UniversalKhovanov.nb, and my relevant pensieve page.

A Shrek Surface