arXiv:1603.04717 [math.GR]AbstractReferencesReviewsResources
Generation of finite simple groups by an involution and an element of prime order
Published 2016-03-15Version 1
We prove that every non-abelian finite simple group is generated by an involution and an element of prime order.
Comments: 21 pages
Categories: math.GR
Related articles: Most relevant | Search more
Growth and generation in SL_2(Z/pZ)
arXiv:2401.03738 [math.GR] (Published 2024-01-08)
Tensor product and quandle rings of connected quandles of prime order
Almost all alternating groups are invariably generated by two elements of prime order