Chris Davis

most citedWhich finite simple groups are unit groups?

12 citations · 13 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2014★ 1 cited

Explicit points on $y^{2} + x y - t^{d} y = x^{3}$ and related character sums

Christopher Davis, Tommy Occhipinti

Let $F_{q}$ denote a finite field of characteristic $p \geq 5$ and let $d = q + 1$ . Let $E_{d}$ denote the elliptic curve over the function field $F_{q^{2}} (t)$ defined b…

math.RA2014★ 12 cited

Which finite simple groups are unit groups?

Christopher Davis, Tommy Occhipinti

We prove that if $G$ is a finite simple group which is the unit group of a ring, then $G$ is isomorphic to either (a) a cyclic group of order 2; (b) a cyclic group of prime order $…

Explicit points on y2+xy−tdy=x3 and related character sums

Which finite simple groups are unit groups?

Explicit points on $y^{2} + x y - t^{d} y = x^{3}$ and related character sums