Proof for group theory


Assignment:

Prove that any element σ in Sn which commutes with (1, 2 ...r)  is of the form σ = (1, 2,....., r)iτ where i = 0, 1, 2,.......,r, ,  τ is a permutation  leaving all of 1, 2 ,....r fixed.

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Algebra: Proof for group theory
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