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Sylow theorems

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Also known as Sylow theorem

the theorem that, for a finite group of order a mutiple of 𝑝ⁿ, there exist Sylow 𝑝-subgroups of order 𝑝ⁿ (all of whom are conjugate), whose number equals the index of the normalizer of any such subgroup

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theorem
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studied by
group theory
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WikiProject Mathematics
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