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20142026
most citedThe infinite simple group V of Richard J. Thompson: presentations by permutations

12 citations · 18 across the 7 of their papers we have counts for

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Showing 2022 · math.GRShow all

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math.GR2022

The structure of groups with all proper quotients virtually nilpotent

Benjamin Klopsch, Martyn Quick

Just infinite groups play a significant role in profinite group theory. For each , we consider more generally JNNF profinite (or, in places, discrete) groups that are…

math.GR2022

Type systems and maximal subgroups of Thompson's group

James Belk, Collin Bleak, Martyn Quick +1

We introduce the concept of a type system~$\Part$, that is, a partition on the set of finite words over the alphabet~ compatible with the partial action of Thompson's grou…