Given a prime \( p \) and a partition \( \sigma=\{\{p\},\{p\}^{\prime}\} \) of the set of all primes, we describe the structure of the nonnilpotent finite groups whose every Schmidt subgroup is \( \sigma \)-subnormal.

中文翻译：

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具有广义次正规Schmidt子群的有限群

给定 所有素数集合的素数\（p \）和一个分区\（\ sigma = \ {\ {p \}，\ {p \} ^ {\ prime} \} \），我们描述了每个Schmidt子组都是\（\ sigma \）-次正规的非幂有限组。