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math.RA2017
Group algebras whose units satisfy a Laurent Polynomial Identity
Osnel Broche, Jairo Z. Gonçalves, Ángel del Río
Let be the group algebra of a torsion group over a field . We show that if the units of satisfy a Laurent polynomial identity which is not satisfied by the units o…
math.RA2017
An algorithm to construct candidates to counterexamples to the Zassenhaus Conjecture
Leo Margolis, Ángel del Río
Let be a finite group, a nilpotent normal subgroup of and let denote the group formed by the units of the integral group ring $\mathbb{\Z…
math.GR2017
Cliff-Weiss Inequalities and the Zassenhaus Conjecture
Leo Margolis, Ángel del Río
Let be a nilpotent normal subgroup of the finite group . Assume that is a unit of finite order in the integral group ring of which maps to the identit…