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Questions on group theory which concern finite groups.

4 votes
1 answer
209 views

Extensions of $\Bbb Z_3$ by $PGL(2,q)$ where $q$ is odd

Let $q$ be odd. If $G$ is a finite group such that $G$ has a normal subgroup $H$ of order $3$ such that $G/H\cong {\rm PGL}(2,q)$, what can we say about $G$. Is it true in general that $G\cong {\Bbb Z …
Behsa's user avatar
  • 53
1 vote
0 answers
82 views

associativity of the extension of finie groups [closed]

Following my previous question I have two questions: 1.the extensions of the group is associative or not, i.e. as we know by the notations of atlas if $S={\rm PSL}(2,q)$, where $q=p^f>9$, then $2.{\ …
Behsa's user avatar
  • 53