Is there a class of solvable groups $G$ having a derived length $O(\log|G|)$?
See here for the definition of Big-Oh$(O)$ and here for the definition of derived series of a group]2.
Any help would be appreciated. Thank you in advance!
Is there a class of solvable groups $G$ having a derived length $O(\log|G|)$?
See here for the definition of Big-Oh$(O)$ and here for the definition of derived series of a group]2.
Any help would be appreciated. Thank you in advance!