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Vipul moved page Minimal normal implies central in nilpotent to Minimal normal implies central in nilpotent group

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→‎Other facts in nilpotent groups

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→‎Other facts in nilpotent groups

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→‎Related facts

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→‎Related facts

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New page: ==Statement== In a fact about::nilpotent group, any fact about::minimal normal subgroup is contained in the center (i.e., is a central subgroup). In fact, a minimal normal...