Abstract
Let
be a soluble group of odd order generated by the conjugacy class of an element
of prime order
. Let
be a faithful
-module over any field and
(
) be the fixed-point subspace of
on
. We prove that
- Title
- On representations of groups of odd order
- Creators - without role
- Abdullah M. Al-Roqi - King Abdulaziz University
- Publication Details
- Journal of group theory, Vol.14(1), pp.83-91
- Publisher
- De Gruyter
- Identifiers
- 9937927408331
- Academic Unit
- King Abdulaziz University
- Language
- English
- Resource Type
- Journal article