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Tom De Medts's user avatar
Tom De Medts's user avatar
Tom De Medts's user avatar
Tom De Medts
  • Member for 13 years, 10 months
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Algebraically Closed subsets and strong amalgamation
In your question (2), do you mean the "joint embedding property" instead of "disjoint"?
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On special 2-groups
@Derek: I fully agree, sorry for this omission.
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Groups whose normal subgroups form a chain with respect to inclusion
Your statement "Indeed, every abelian group with this property is cyclic (and vice versa)" is not correct; only cyclic groups of prime power order have this property.
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Automorphism Group of some Classical groups
That's a very useful addition to my answer indeed!
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Finding groups of odd order without non-cyclic nilpotent quotients
added 190 characters in body; edited title; added 11 characters in body; edited title
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Finding groups of odd order without non-cyclic nilpotent quotients
That's true; I guess the new question (edited) makes more sense.
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