38 citations · 108 across the 31 of their papers we have counts for
Showing 2010Show all
3 papers · 1 filter
math.GR2010
On (hereditarily) just infinite profinite groups that are not virtually pro-p
Colin D. Reid
A profinite group G is just infinite if every non-trivial closed normal subgroup of G is of finite index, and hereditarily just infinite if every open subgroup is just infinite. He…
math.GR2010
On finite groups whose Sylow subgroups have a bounded number of generators
Colin D. Reid
Let G be a finite non-nilpotent group such that every Sylow subgroup of G is generated by at most d elements, and such that p is the largest prime dividing |G|. We show that G has…
math.GR2010★ 4 cited
Finiteness properties of profinite groups
Colin Reid
Broadly speaking, a finiteness property of groups is any generalisation of the property of having finite order. A large part of infinite group theory is concerned with finiteness p…