activity
20192022
most citedA refinement of the Ozsváth-Szabó large integer surgery formula and knot concordance

1 citations · 2 across the 5 of their papers we have counts for

collaborators

7 papers

math.GT2022

A note on knot Floer thickness and the dealternating number

Linh Truong

In this note, we give a short proof that knot Floer thickness is a lower bound on the dealternating number of a knot. The result is originally due to work of Abe and Kishimoto, Low…

math.GT2021

A combinatorial description of the LOSS Legendrian knot invariant

Dongtai He, Linh Truong

In this note, we observe that the hat version of the Heegaard Floer invariant of Legendrian knots in contact three-manifolds defined by Lisca-Ozsvath-Stipsicz-Szabo can be combinat…

math.GT2020

Comparing Bennequin-type inequalities

Elaina Aceves, Keiko Kawamuro, Linh Truong

The slice-Bennequin inequality states an upper bound for the self-linking number of a knot in terms of its four-ball genus. The -Bennequin and -Bennequin inequalities provide…

math.GT2020

Braids, fibered knots, and concordance questions

Diana Hubbard, Keiko Kawamuro, Feride Ceren Kose +5

Given a knot in , one can associate to it a surface diffeomorphism in two different ways. First, an arbitrary knot in can be represented by braids, which can be though…

math.GT20191 cited

On the Upsilon invariant of fibered knots and right-veering open books

Dongtai He, Diana Hubbard, Linh Truong

We give a sufficient condition using the Ozsváth-Stipsicz-Szabó concordance invariant Upsilon for the monodromy of the open book decomposition of a fibered knot to be right-veering…

math.GT2019

Annular link invariants from the Sarkar-Seed-Szabó spectral sequence

Linh Truong, Melissa Zhang

For a link in a thickened annulus , we define a filtration on Sarkar-Seed-Szabó's perturbation of the geometric spectra…