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- gap> F:=GF(13);
- GF(13)
- gap> U:=Units(F);
- <group of size 12 with 1 generators>
- gap> Size(U);
- 12
- gap> IsCyclic(U);
- true
- gap> s:=AllSubgroups(U);
- [ <trivial group>, <group of size 2 with 1 generators>,
- <group of size 3 with 1 generators>, <group of size 4 with 1 generators>,
- <group of size 6 with 2 generators>, <group of size 12 with 1 generators> ]
- gap> AsList(s[3]);
- [ Z(13)^0, Z(13)^8, Z(13)^4 ]
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