Prove that in snnbspwith n gt any even permutation is a
Prove that in Sn with n > = , any even permutation is a product of cycles of length three. Hint: (a,b)(b,c) = (a,b, c) and (a,b)(c,d) = (a,b,c)(b, c, d)
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prove that in snnbspwith n gt any even permutation is a product of cycles of length three hint abbc ab c and abcd
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