Gapplet
Given a permutation group G, and a point x, write out the elements of the stabilizer of x in G.
Give a series of permutations separated by commas,
e.g., (1,2),(1,2,3,4,5) |
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Give a point
e.g., 1 |
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Compute the stabilizer | ||
All elements of the stabilizer both in terms of the generators and as permutations | ||
| Later we indicate how the stabilizer is computed. | ||