Dear forum,
in the following two examples, GAP constructs a group of permutations,
not represented as elements of the symmetric group S_n:
h:=PSL(2,5);
g:=AutomorphismGroup(h);
Elements(g);
gf:=GF(64);
g:=GaloisGroup(gf);
Elements(g);
However, I would like to have an equivalent representation on
respectively [1..60] and [1..64].
Is this possible?
Many thanks,
Kind regards,
Frédéric
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