Recent developments in Link Homology

(January 30 – February 4, 2022)

Heisenberg homology of surface configurations,

by Christian Blanchet (University of Paris)

Annular link Floer homology and gl(1/1),

by Ina Petkova (Dartmouth College)

Decorated TQFTs: from q-series to non semisimple invariants,

by Sergei Gukov (CALTECH)


Khovanov homology and rational unknotting,

by Lukas Lewark, (Universität Regensburg)

Khovanov homology and non orientable surfaces,

by Robert Lipshitz (University of Oregon)

p-DG structures in higher representation theory,

by Joshua Sussan (CUNY)

A knot Floer stable homotopy type,

by Ciprian Manolescu (Stanford)

Knot invariants, knot complements and quivers,

by Marko Stosic (Universidade de Lisboa)

Knot homology, tautological classes and 𝔰𝔩2,

by Anton Mellit (University of Wien)

Topological theories and automata,

by Mikhail Khovanov (University of Columbia)

A skein relation for singular Soergel bimodules,

by Paul Wedrich (University of Hamburg)

Vertex operators in knot homology,

by Sabin Cautis (University of British Columbia)

The Trace of the affine Hecke category,

by Eugene Gorsky (UC Davis)


A skin theoretic Carlsson-Mellit algebra,

by Nicolle Gonzàlez, (UCLA)

Knot Floer homology, sutures, and the solid torus,

by Jacob Rasmussen (University of Cambridge)

2-Verma modules and link homologies,

by Pedro Vaz (University of Louvain)