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Nilpotency of the derived subgroup of a finite tangled group

机译:有限缠结群的导出子群的幂等性

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摘要

We study finite groups whose every subset containing the identity and closed with respect to the operation x ○ y = xy~-1 x is a subgroup. We prove that the derived subgroup of such a group is nilpotent, which implies that the derived length of such a group is at most three.
机译:我们研究有限组,其每个子集均包含标识并且相对于操作x○y = xy〜-1 x闭合是一个子组。我们证明了该组的派生子群是幂零的,这意味着该组的派生长度至多为三个。

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