A permutation group on a set $D$ is a group whose elements are functions on $D$ and whose composition is function composition.
Is there a term for a permutation group every element of which except of identity has no fixed points?
A permutation group on a set $D$ is a group whose elements are functions on $D$ and whose composition is function composition.
Is there a term for a permutation group every element of which except of identity has no fixed points?
Copyright © 2021 JogjaFile Inc.
It is called a semi-regular permutation group.
From Encyclopedia of Mathematics