K. I. Piterman

works on

characteristic p 1 finite groups 1 lie type 1 quillen poset 1 rational homology 1 simple groups 1

From the 1 of 10 linked papers with an AI index.

activity

20242026

collaborators

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math.GR2025

On reducible Killing forms for groups of Lie type

Kevin Ivan Piterman, Charlotte Roelants

Killing forms on finite groups arise as examples of braided Killing forms on braided Lie algebras. For a finite group $G$ and a $G$ -stable subset $C$ , the Killing form as…

math.GR2024

Spherical $p$ -group complexes arising from finite groups of Lie type

Kevin IvÃ¡n Piterman

We show that the $p$ -group complex of a finite group $G$ is homotopy equivalent to a wedge of spheres of dimension at most $n$ if $G$ contains a self-centralising normal subgroup $…

On reducible Killing forms for groups of Lie type

Spherical p-group complexes arising from finite groups of Lie type

Spherical $p$ -group complexes arising from finite groups of Lie type