7 citations · 7 across the 2 of their papers we have counts for
4 papers
Unoriented Virtual Khovanov Homology
Scott Baldridge, Louis H. Kauffman, Ben McCarty
The Jones polynomial and Khovanov homology of a classical link are invariants that depend upon an initial choice of orientation for the link. In this paper, we give a Khovanov homo…
The 2-Factor Polynomial Detects Even Perfect Matchings
Scott Baldridge, Adam M. Lowrance, Ben McCarty
In this paper, we prove that the 2-factor polynomial, an invariant of a planar trivalent graph with a perfect matching, counts the number of 2- factors that contain the the perfect…
An infinite family of Legendrian torus knots distinguished by cube number
Ben McCarty
For a knot the cube number is a knot invariant defined to be the smallest for which there is a cube diagram of size for . There is also a Legendrian version of this…
Small examples of cube diagrams of knots
Scott Baldridge, Ben McCarty
In this short note we highlight some of the differences between cube diagrams and grid diagrams. We also list examples of small cube diagrams for all knots up to 7 crossings and gi…