9 citations · 26 across the 15 of their papers we have counts for
20 papers
A whittled complex for the Khovanov homology of torus links
Carmen Caprau, Nicolle Gonzalez, Christine Ruey Shan Lee +1
We give an algorithm for reducing the number of generators of the Khovanov chain complex of the torus braid on strands by applying Bar-Natan…
On the Qazaqzeh-Chbili-Lowrance conjecture
Shreev Goyal, Joshua Kou, Christine Ruey Shan Lee +3
We compute the minimum crossing numbers for a family of Turaev genus 2 links to verify the Qazaqzeh-Chbili-Lowrance conjecture for the family.
A topological model for the HOMFLY-PT polynomial
Cristina Ana-Maria Anghel, Christine Ruey Shan Lee
We give the first known topological model for the HOMFLY-PT polynomial constructed directly from link diagrams. More precisely, we prove that this invariant is given by graded inte…
Stable Khovanov homology and Volume
Christine Ruey Shan Lee
We show the colored Jones polynomials of a highly twisted link approach the Kauffman bracket of an colored skein element. This is in the sense that the corresponding catego…
A characterization of graphs with at most four boundary vertices
Nick Chiem, William Dudarov, Chris Lee +2
Steinerberger defined a notion of boundary for a graph and established a corresponding isoperimetric inquality. Hence, "large" graphs have more boundary vertices. In this paper, we…
Normal surfaces and colored Khovanov homology
Christine Ruey Shan Lee
We show that colored Khovanov homology detects classes of essential surfaces as a direct analogue of the slope conjectures for the colored Jones polynomial. We do this by identifyi…