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math.RT2024
Drinfeld centralizers and Rouquier complexes
Ben Elias, Matthew Hogancamp
The Drinfeld centralizer of a monoidal category in a bimodule category is the category of objects in $\mathcal{M}…
math.GT2024
Khovanov-Rozansky homology of Coxeter knots and Schröder polynomials for paths under any line
Carmen Caprau, Nicolle González, Matthew Hogancamp +1
We introduce a family of generalized Schröder polynomials , indexed by triangular partitions and prove that agrees with the Poincaré series of the trip…
math.GT2024
Bordered invariants from Khovanov homology
Matthew Hogancamp, David E. V. Rose, Paul Wedrich
To every compact oriented surface that is composed entirely out of 2-dimensional 0- and 1-handles, we construct a dg category using structures arising in Khovanov homology. These d…