nilpotent group

nilpotent group的基本解释

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幂零群

与nilpotent group相关的网络例句 [注：此内容来源于网络，仅供参考]

In [10,13], the authors gave some conditions on which a group is nilpotent by c- normality of subgroups.

文献[10，13]利用子群的c-正规性给出了一个群是幂零一些条件。

In this project we obtain a sufficient and necessary condition for a finite group G has a p-block with a normal p-subgroup D as a defect group, a necessary and sufficient condition for a group which is an extension of a nilpotent group by an abelian group has a p-block of defect zero.

本项目中我们给出了正规p-子群是有限群G的亏群的一个充要条件和幂零群被交换群扩张的群有亏零块的充要条件。

Next we obtain some group theoretic conditions for the existence of p-blocks with defect 0 in some special groups, for instance, in an extension group of a nilpotent group by a abelian group, in a p-nilpotent group, in a group with all subgroups of order p are conjugate, and so on.

其次我们给出了一些特殊群的亏零块存在的群论条件，如幂零群被交换群扩张的群，p—幂零群，p—阶子群均共轭的群等。

Dade made enormous researches on Coleman automorphism of a finite group and obtained a lot of initial results,especially proved that Coleman outer automorphism group is nilpotent.

E.C.Dade通过对有限群的Coleman自同构的大量研究得到了一系列开创性的结果，最重要的是证明了Coleman外自同构群是幂零群。

In the study of the recognition of bifurcation broblems, Gaffney establishes D -equivalence theory by introducing unipotent algebraic group and nilpotent Lie algebras.

借助于奇点理论中的一个基本概念，这一问题常常可以转化为有限维的情形来处理。

与nilpotent group相关的网络解释 [注：此内容来源于网络，仅供参考]

nilpotent group：幂零群

Furstenberg 和 Weiss 的反例,及Conze和 Lesigne的结果,逐渐导致一个结论,即这些特征因子应该由一个非常特殊的(代数型的)保测体系,即与幂零群(nilpotent group)相联系的零系统(nilsystem),来描述.

nilpotent group：羃零群

羃零元素 nilpotent element | 羃零群 nilpotent group | 羃零理想 nilpotent ideal

finite nilpotent group：有限幂零群

finite multiplier 有限乘数 | finite nilpotent group 有限幂零群 | finite number plane 有限数平面

local nilpotent group：局部幂零群

类:class | 局部幂零群:local nilpotent group | 幂零阵的标准形:nilpotent matrices

class of nilpotent group：幂零群类

理想(子环)族 class of ideals | 幂零群类 class of nilpotent group | 二次型类 class of quadraticforms