A note on the monomial characters of a wreath product of groups

Abstract

Given a quasi-monomial, respectively an almost monomial, group $A$ and a cyclic group $C$ of prime order $p>0$, we show that the wreath product $W=A\wr C$ is quasi-monomial (respectively almost monomial), if certain technical conditions hold.

arXiv comment8 pages. arXiv admin note: substantial text overlap with arXiv:1910.12683