- #1
mehrts
- 15
- 0
Let n be in |N. Let G denote S_n , the symmetric group on n
symbols. Let W be a subset of {1, 2, ..., n}.
Write down VERY simple
necessary and sufficient conditions on |W|,
for G_W to equal G_(W).
We know G_W < G_(W) < G , but now what ?
symbols. Let W be a subset of {1, 2, ..., n}.
Write down VERY simple
necessary and sufficient conditions on |W|,
for G_W to equal G_(W).
We know G_W < G_(W) < G , but now what ?
Last edited: