Dear Forum, I am trying to get a bit more information about the origin of the group SmallGroup(81,10) of order 81 in the small group library.
The gap command shows: gap> StructureDescription(g); "C3 . ((C3 x C3) : C3) = (C3 x C3) . (C3 x C3)" >From the Fp-presentation with four generators it is not so easy to look at it. Does the product come from an amalgam relation from a group of order 243? Best regards, Siddhartha _______________________________________________ Forum mailing list [email protected] https://mail.gap-system.org/mailman/listinfo/forum
