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- weak normal subgroup 弱正规子群
- If H is a normal subgroup, then the set of all cosets is itself a group in a natural way. 如果 H 是正规子群，则所有陪集的集合自身是在自然方式下的一个群。
- If all non-identity elements of the normal subgroup N of the group G are conjugate in G, then N is called the complete normal subgroup of G. 群G的正规子群N若除1外所有的元在G下共轭;则称N为G的全正规子群.
- For certain finite group with a perfect normal subgroup, this paper discusses the problem of its augmentation ideals and quotient groups. 摘要本文研究了一类具有完全正规子群的有限群之增广理想及增广商群结构的问题。
- Abstract: In this paper we gave the relations of group actions orbits and orbits numbers,and the relation of group with the transtive action normal subgroup conjugatins subgroup and its applicatons. 文摘:运用群作用与同态刻划了群作用之轨道，轨道数与群阶数之间的关系，群与它可迁作用正规子群共轭子群之关系及其作用.
- G is p-solvable if G satisies one of the following conditions: (1) there exists a normal subgroup N of G such that p |(|G / N|,|N|): (2) for every irreducible complex character x with p |x(1) or x(1) is a power of a fixed prime q. 如果G满足下述条件之一;那么G是P~-可解的:(1)存在正规子群N使p|(|G/N|;|N|); (2)对G的每个不可约复特征标x;或者P|x(1);或者x(1)是一固定素数q的方幂.
- In this paper,based on the relation between normal subgroup and congruence,another depiction of normal series power semigroup is given from the angles of congruence by the method of analogy. 首先在正规子群与同余的关系的基础上,采用类比的方法,从同余的角度给出了群的正规列幂半群的另一种刻画。
- By the properties of CI-section for maximal subgroups of G, the solvability of normal subgroup H of finite group G were investigated. 摘要应用有限群极大子群的CI-截性质，讨论有限群G之正规子群H的可解性，得到4个重要结论。
- The spirit is willing but the flesh is weak. 心有余而力不足。
- Does Not Contain As Normal Subgroup 不属于正规子群
- Contains As Normal Subgroup Or Equal To 属于正规子群或等于
- The TD-disturbing-valued Fuzzy Normal Subgroup TD型扰动值模糊正规子群
- Not Normal Subgroup Of Or Equal To 不正规子群或等于没有选择
- The shock make me go all weak at the knee. 这件事把我吓得两腿发软。
- With the concept of almost mormal subgroup, some interesting results about almost normal subgroups and sufficient conditions for a finite to be group solveable are given. 利用有限群的几乎正规子群的定义;给出了几乎正规子群的一些有趣性质和一个群为超可解群的充分条件.
- You must be weak in the head if you believe that. 你相信那件事可就太傻了。
- He cannot run because he has a weak heart. 他有心脏病，不能跑。
- The Disturbingvalued Fuzzy Normal Subgroup 扰动值模糊正规子群
- A fearful person is a weak person. 怕这怕那的人是软弱的人。
- The shock made me go all weak at the knees. 这件事把我吓得两腿发软。
