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Questions on group theory which concern finite groups.
2
votes
Questions about a finite solvable group
This partial solution by Stuart Margolis:
The answer to question $2$ is definitely yes, the number of elements
required to generate $G$ can't be more than $D=2^{d-1}$. Suppose that $G$
requires more …
2
votes
1
answer
398
views
Questions about a finite solvable group
These questions are by Moshe Newman
Let $G$ be a finite solvable group of derived length $d$, with the
property that every proper subgroup and every proper quotient of $G$ has
derived length less th …
17
votes
1
answer
795
views
Are There Always Group Generators Which Give Unimodal Growth?
Suppose $G$ is a $k$-generated finite group. Is there always a set of $k$ elements which generate the group and have a unimodal counting function?
Background:
The counting function, $f(n)$, is a fun …