Gapplet
Given a sequence g1, ..., gt of permutations, let G be the group generated by them. Then specify elements generating a subgroup H. The images of gi in the left multiplication representation L of G on G/H are computed.
Give a sequence of generators gi
for a permutation group, e.g., (1,2,3,4,5,6), (1,2)(3,4)(5,6) |
|
Give a sequence of elements in G as products of the generators, e.g., [1,-2], [2,2], which stands for the elements g1g2-1 and g22, respectively. |
|
The permutations Lgi
| |