111 citations · 386 across the 32 of their papers we have counts for
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math.GT2012★ 9 cited
On the knot Floer filtration of the concordance group
Stephen Hancock, Jennifer Hom, Michael Newman
The knot Floer complex together with the associated concordance invariant epsilon can be used to define a filtration on the smooth concordance group. We show that the indexing set…
math.GT2012
On the concordance genus of topologically slice knots
Jennifer Hom
The concordance genus of a knot K is the minimum Seifert genus of all knots smoothly concordant to K. Concordance genus is bounded below by the 4-ball genus and above by the Seifer…
math.GT2012★ 55 cited
Bordered Heegaard Floer homology and the tau-invariant of cable knots
Jennifer Hom
We define a concordance invariant, epsilon(K), associated to the knot Floer complex of K, and give a formula for the Ozsváth-Szabó concordance invariant tau of K_{p,q}, the (p,q)-c…