Dear John
If you find the maximal subgroups M1 and M2 in G = Sp(6,2) as described in your
question and then do
gap> while true do g:=Random(G);
> if Size(Intersection(M1,M2^g)) <> 12 then break; fi;
> od;
gap >
you will find the other intersection quickly.
Best wishes,
Derek Holt
On Tue, Sep 22, 2020 at 10:33:51AM +0200, Motalane, John wrote:
> Dear All
>
> Hoping that you are all well.
>
> I am working on the Symplectic group Sp(6,2).
>
> I am having a problem to get the other intersection, for an example the
> intersection of the maximal subgroups 2^6:L3(2) and L2(8):3 is having two
> candidates which are A_4 and PSL(3,2). In GAP, I am able to get A_4 only.
> Please help me to get the other candidate using GAP.
>
> Thanks in advance
>
> Warm regards John
>
> --
> ---------------------------------------------------------------------------------------------------------------------------------------------------------------------
>
> DISCLAIMER *** This message and any attachments are confidential and
> intended solely for the addressee. The following link will display the full
> disclaimer: http://www.ul.ac.za/disclaimer.jpg
> <http://www.ul.ac.za/disclaimer.jpg> ***
>
> --
> **
> **
> **60 Years Anniversary Celebrations **
> **For more information:
> **https://www.ul.ac.za/60 <https://www.ul.ac.za/60>
> _______________________________________________
> Forum mailing list
> Forum@gap-system.org
> https://mail.gap-system.org/mailman/listinfo/forum
_______________________________________________
Forum mailing list
Forum@gap-system.org
https://mail.gap-system.org/mailman/listinfo/forum
