Hillary Kim

most citedA partial resolution of Hedden's conjecture on satellite homomorphisms

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.AT2024

The $E_{2}^{h C_{6}}$ -homology of $R P^{2}$ and $R P^{2} \land C P^{2}$

Irina Bobkova, Jack Carlisle, Emmett Fitz +6

Let $E_{2}$ be the Morava E-theory of height 2 at the prime 2. In this paper, we compute the homotopy groups of $E_{2}^{h C_{6}} \land R P^{2}$ and $\…

math.GT2023★ 1 cited

A partial resolution of Hedden's conjecture on satellite homomorphisms

Randall Johanningsmeier, Hillary Kim, Allison N. Miller

A pattern knot in a solid torus defines a self-map of the smooth knot concordance group. We prove that if the winding number of a pattern is even but not divisible by 8, then the c…

The E2hC6​​-homology of RP2 and RP2∧CP2

A partial resolution of Hedden's conjecture on satellite homomorphisms

The $E_{2}^{h C_{6}}$ -homology of $R P^{2}$ and $R P^{2} \land C P^{2}$