E. A. O’Brien

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math.GR2023

Comment on: The groups of order $p^{6}$ ( $p$ an odd prime) By Rodney James, Math. Comput. 34 (1980), 613-637

E. A. O'Brien, Sunil Kumar Prajapati, Ayush Udeep

Over the years various errors have been identified in the 1980 paper of James on the groups of order $p^{6}$ , where $p$ is an odd prime. Here we summarise them.

math.GR2023

Left $3$ -Engel elements in groups: A survey

Anastasia Hadjievangelou, Patrizia Longobardi, Mercede Maj +3

We survey left 3-Engel elements in groups.

math.GR2023

Isomorphism invariant metrics

P. A. Brooksbank, J. F. Maglione, E. A. O'Brien +1

Within a category $C$ , having objects $C_{0}$ , it may be instructive to know not only that two objects are non-isomorphic, but also how far from being isomorphic th…

Comment on: The groups of order p6 (p an odd prime) By Rodney James, Math. Comput. 34 (1980), 613-637

Left 3-Engel elements in groups: A survey

Isomorphism invariant metrics

Comment on: The groups of order $p^{6}$ ( $p$ an odd prime) By Rodney James, Math. Comput. 34 (1980), 613-637

Left $3$ -Engel elements in groups: A survey