On 11/23/10 10:46 AM, javier wrote
I don't know if I'd call it "easy" but one thing you can do is to
transform your group to a permutation group and the translate that
into sage:
sage: gg = gap.AllSmallGroups(60)
sage: gg1 = gg[1]
sage: iso = gg1.IsomorphismPermGroup()
sage: gg2 = iso.Image()
s
Hi Jason,
On Nov 23, 3:42 pm, Jason Grout wrote:
> I'm trying to get a list of all groups of order 60. After searching for
> a bit, I see in Gap that (if I install the optional spkg
> database_gap-4.4.12.p0.spkg) we have the AllSmallGroups command, which
> seems to do what I want. But then I'm
Hi Jason!
On 23 Nov., 16:42, Jason Grout wrote:
> Question 2: Is there an easy way to convert a GAP group to a Sage group?
>
I don't know if this is always possible. But at least it should be
possible for permutation groups (at least generatorwise).
So, you could do:
sage: G = gap.SmallGroup(60
