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math.GT2015
Khovanov homology and knot Floer homology for pointed links
John A. Baldwin, Adam Simon Levine, Sucharit Sarkar
A well-known conjecture states that for any -component link in , the rank of the knot Floer homology of (over any field) is less than or equal to times th…
math.GT2015
On the functoriality of Khovanov-Floer theories
John A. Baldwin, Matthew Hedden, Andrew Lobb
We introduce the notion of a Khovanov-Floer theory. Roughly, such a theory assigns a filtered chain complex over Z/2 to a link diagram such that (1) the E_2 page of the resulting s…