Hello,
I have noticed that GAP Small Groups library provides useful information
on the structure of groups belonging to the layer 1 of the library, but
does not do so for (some) bit more complicated groups. I am rather
dissatisfied by the output
gap> SmallGroupsInformation(1625);
There are 5 groups of order 1625.
They are sorted by normal Sylow subgroups.
1 - 5 are the nilpotent groups.
How can I obtain such a pleasant info like the following?
gap> SmallGroupsInformation(125);
There are 5 groups of order 125.
1 is of type c125.
2 is of type 5x25.
3 is of type 5^2:5.
4 is of type 25:5.
5 is of type 5^3.
And, by the way, what does the colon stand for in the 125,3 and 125,4
type descriptions? I failed to find the explanation in the help pages.
Regards,
Paweł Laskoś-Grabowski
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