Showing math.GRShow all
2 papers · 1 filter
math.GR2025
On groups that can be covered by conjugates of finitely many cyclic or procyclic subgroups
Yiftach Barnea, Rachel Camina, Mikhail Ershov +1
Given a discrete (resp. profinite) group , we define to be the smallest number of cyclic (resp. procyclic) subgroups of whose conjugates cover . In this paper we…
math.GR2024
A Frobenius group analog for Camina triples
Shawn T. Burkett, Mark L. Lewis
Frobenius groups are an object of fundamental importance in finite group theory. As such, several generalizations of these groups have been considered. Some examples include: A Fro…