1 | initial version |
I suppose you can try this:
D = CyclicPermutationGroup(9)
H = D.subgroups()
for i in H:
for j in H:
K = set(D(x*y) for x in i for y in j)
if K == set(G):
...
2 | No.2 Revision |
I suppose you can try this:
D = CyclicPermutationGroup(9)
H = D.subgroups()
for i in H:
for j in H:
K = set(D(x*y) for x in i for y in j)
if K == set(G):
set(D):
...