Vijay Higgins

activity

20232026

SL_{d}

-skein algebra of a surface

1 citations · 1 across the 4 of their papers we have counts for

collaborators

Showing 2023Show all

2 papers · 1 filter

math.GT2023

Power sum elements in the $G_{2}$ skein algebra

Bodie Beaumont-Gould, Erik Brodsky, Vijay Higgins +3

We study the skein algebras of surfaces associated to the exceptional Lie group $G_{2},$ using Kuperberg webs. We identify two 2-variable polynomials, $P_{n} (x, y)$ and $Q_{n} (x, y),$ and…

math.GT2023★ 1 cited

Central elements in the $SL_{d}$ -skein algebra of a surface

Francis Bonahon, Vijay Higgins

The $SL_{d}$ -skein algebra $S_{SL_{d}}^{q} (S)$ of a surface $S$ is a certain deformation of the coordinate ring of the character variety consisting of flat $\…

Power sum elements in the G2​ skein algebra

Central elements in the SLd​-skein algebra of a surface

Power sum elements in the $G_{2}$ skein algebra

Central elements in the $SL_{d}$ -skein algebra of a surface