Abstract
We develop theorems to compute the -colorability of the families of twisted torus knots for by finding their determinants. Instead of the usual method of reducing crossing matrices to find the determinant, we describe a new method that is applicable for braid representations with full cycles and twists.
Citation
Matt DeLong. Matthew Russell. Jonathan Schrock. "Colorability and determinants of $T(m,n,r,s)$ twisted torus knots for $n\equiv\pm 1\pmod m$." Involve 8 (3) 361 - 384, 2015. https://doi.org/10.2140/involve.2015.8.361
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