I've heard of this (open?) problem:
Classify groups G such that Aut(G) is abelian.
What I discovered:
- Any characteristic abelian subgroup is cyclic.
- Center is cyclic.
- Commutators are cyclic.
What do true mathematicians know?
I've heard of this (open?) problem:
Classify groups G such that Aut(G) is abelian.
What I discovered:
What do true mathematicians know?