Justin D. Peachey

collaborators

2 papers

math.CO2019

On Laplacian Monopoles

Cong X. Kang, Gretchen L. Matthews, Justin D. Peachey

We consider the action of the (combinatorial) Laplacian of a finite and simple graph on integer vectors. By a \emph{Laplacian monopole} we mean an image vector negative at exactly…

math.AG2014

Suzuki-invariant codes from the Suzuki curve

Abdulla Eid, Hilaf Hasson, Amy Ksir +1

In this paper we consider the Suzuki curve $y^{q} + y = x^{q_{0}} (x^{q} + x)$ over the field with $q = 2^{2 m + 1}$ elements. The automorphism group of this curve is known to be the Suzuki…