[GAP Forum] Regarding Modules

[Sugandha Maheshwary]

Hi

Is there any way of constructing modules by defining action.  Abelian
groups are free Z modules. How does GAP read abelian groups as Z modules?
Also, If I have a normal subgroup H of G and I am interested in working
with H as Z[G] module via conjugation action of G, how can this be done?  G
is a finite group.

Any sort of idea towards this shall be quite helpful.

Thanks.

Sugandha Maheshwary