本文对闭群和真子群进行了分类。

In this paper, closed groups and proper subgroup are classified.

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本文首先分类了内-（2，2＇）-闭群，再对每个非极大偶阶真子群为（2，2＇）-闭的不可解群进行了分类。

The finite inner-(2,2')-closed groups were classified and this class of finite groups with every non-maximal proper subgroup of even order of(2,2')-closed were also classified.

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代数群的连通正规闭子群与李代数的理想之间有很特殊的关系。

There are particular relations between the closed connected normal subgroups of algebraic groups and the ideals of Lie Algebras.

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