38 citations · 194 across the 17 of their papers we have counts for
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math.GR2015★ 37 cited
A fast isomorphism test for groups of genus 2
Peter A. Brooksbank, Joshua Maglione, James B. Wilson
Motivated by the need for efficient isomorphism tests for finite groups, we present a polynomial-time method for deciding isomorphism within a class of groups that is well-suited t…
math.GR2015★ 14 cited
Skolem-Noether for nilpotent products
James B. Wilson
We consider the structure of groups and algebras that can be represented as automorphisms or derivations of distributive products -- which includes nonassociative rings, modules, f…
math.GR2015
New Lie products for groups and their automorphisms
James B. Wilson
We generalize the common notion of descending and ascending central series. The descending approach determines a naturally graded Lie ring and the ascending version determines a gr…