S. Tripp

activity

20192022

most citedL-space knots with tunnel number >1 by experiment

3 citations · 3 across the 3 of their papers we have counts for

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3 papers · 1 filter

math.GT2022

On the invariance of the Dowlin spectral sequence

Samuel Tripp, Zachary Winkeler

Given a link $L$ , Dowlin constructed a filtered complex inducing a spectral sequence with $E_{2}$ -page isomorphic to the Khovanov homology $K h (L)$ and $E_{\infty}$ -page isom…

math.GT2021

On grid homology for lens space links: combinatorial invariance and integral coefficients

Samuel Tripp

Following the approach to grid homology of links in $S^{3}$ , we prove combinatorially that the grid homology of links in lens spaces defined by Baker, Grigsby, and Hedden is a link i…

math.GT2019★ 3 cited

L-space knots with tunnel number >1 by experiment

Chris Anderson, Kenneth L. Baker, Xinghua Gao +8

In Dunfield's catalog of the hyperbolic manifolds in the SnapPy census which are complements of L-space knots in $S^{3}$ , we determine that $22$ have tunnel number $2$ while the rema…