Maurice Chiodo

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X

-torsion and universal groups

2 citations · 2 across the 2 of their papers we have counts for

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math.GR2016

Preserving torsion orders when embedding into groups with `small' finite presentations

Maurice Chiodo, Michael E. Hill

We give a complete survey of a construction by Boone and Collins for embedding any finitely presented group into one with $8$ generators and $26$ relations. We show that this embed…

math.GR2016★ 2 cited

$X$ -torsion and universal groups

Maurice Chiodo, Zachiri McKenzie

For a set $X \subseteq N$ , we define the $X$ -torsion of a group $G$ to be all elements $g \in G$ with $g^{n} = e$ for some $n \in X$ . With $X$ recursively enumerable, we give t…

Preserving torsion orders when embedding into groups with `small' finite presentations

X-torsion and universal groups

$X$ -torsion and universal groups