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May 9 at 4:42 comment added Brauer Suzuki Thanks. One more thing: I think the order of magnitude of $|H|$ is about $|Q|^{|Q|^{|Q|}}$ (explained in my paper).
May 8 at 19:27 comment added YCor @BrauerSuzuki You're right. I've fixed the proof, with an additional lemma (and then some simplification). It consists in directly checking that in the given group $H$, being a permutation of factors modulo $[G,G]$ implies permuting the given generators of $G$.
May 8 at 19:25 history edited YCor CC BY-SA 4.0
Fixed error
May 8 at 17:13 comment added Brauer Suzuki In the proof of Prop1: $f$ permutes the factors of $H/[G,G]$, but in the subsequent sentence $f$ is already the identity on $D$. How is this possible? Your proof of Lemma 5 works inside a non-nilpotent Lie algebra. Can the result actually be used for the nilpotent algebra at hand?
Oct 9, 2021 at 11:48 comment added Brauer Suzuki Have you turned this into a paper? (it's worth it)
Oct 23, 2020 at 16:07 vote accept user1729
Sep 25, 2020 at 11:50 history answered YCor CC BY-SA 4.0