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20112021
most citedKnot mosaic tabulation

14 citations · 25 across the 12 of their papers we have counts for

collaborators

12 papers

math.GT2021

Petal number of torus knots of type

Hwa Jeong Lee, Gyo Taek Jin

Let be an odd integer, . Then the petal number of the torus knot of type is equal to .

math.GT2020

Minimal Grid Diagrams of the Prime Alternating Knots with 12 Crossings

Gyo Taek Jin, Hwa Jeong Lee

In this article, we give a list of minimal grid diagrams of the 12 crossing prime alternating knots. This is a continuation of the work in https://doi.org/10.1142/S0218216520500765

math.GT2017

Grid diagram for singular links

Byung Hee An, Hwa Jeong Lee

In this paper, we define the set of singular grid diagrams which provides a unified description for singular links, singular Legendrian links, singular transverse li…

math.GT2017

Period and toroidal knot mosaics

Seungsang Oh, Kyungpyo Hong, Ho Lee +2

Knot mosaic theory was introduced by Lomonaco and Kauffman in the paper on `Quantum knots and mosaics' to give a precise and workable definition of quantum knots, intended to repre…

math.GT2016★ 14 cited

Knot mosaic tabulation

Hwa Jeong Lee, Lewis D. Ludwig, Joseph S. Paat +1

In 2008, Lomonaco and Kauffman introduced a knot mosaic system to define a quantum knot system. A quantum knot is used to describe a physical quantum system such as the topology or…

math.GT2014★ 1 cited

Quantum knots and the number of knot mosaics

Seungsang Oh, Kyungpyo Hong, Ho Lee +1

Lomonaco and Kauffman developed a knot mosaic system to introduce a precise and workable definition of a quantum knot system. This definition is intended to represent an actual phy…