1) Fitting decomposition
Fitting分解
1.
This paper gives the proof of Engel\'s theorem in Lie superalgebras for arbitrary characteristic,obtain five sufficient and necessary conditions of nilpotent Lie superalgebras by means of Engel\'s theorem,Fitting decomposition and Frattini theory.
给出了李超代数Engel定理的一种证明,运用Engel定理,Fitting分解及Frattini理论等得到了幂零李超代数的5个充分必要条件。
2) Fitting class
Fitting类
1.
Some properties about the class of π-close-Sylow-tower groups are obtained as follows by deducing the characters of π-close-Sylow-tower groups: Class of π-closed-Sylow-tower groups is S-closed, Sn-closed, H-closed, D-closed, R0-closed and N0-closed, so the class of π-closed-Sylow-tower groups is a saturated formation and a Fitting class.
并由此推出 ,π-闭 -Sylow塔群类是一个饱和群系且为一个 Fitting
2.
The classing property of three classes of groups is discussed in this paper, moreover we prove that they are all Fitting classes, and we furtherly discuss p-nilpotent class of group N p-one of three classes of groups, as a result, we prove that N p is a saturated formation and N p class of groups is a p-split formation.
考察了三个群类的类属性,证明了这些群类都是Fitting类,并对其中一个群类p-幂零群类Np 作了进一步的讨论,证明了Np 是饱和群系。
3) Fitting height of a group
Fitting高
1.
In this paper, we determinate the structure of groups of order 4pq, p2q2 ( p < q are oddprimes )by utilizing the characters of Fitting height of a group and the theory of group extension .
本文利用有限群的构造知识及Fitting高的特性,解决4pq,p~2q~2阶有限群的构造。
4) Fitting height
Fitting高
1.
We say that the conjugacy class graphΓ~* has bounded Fitting height if there is a bound on the Fitting heights of the solvable groups whose conjugacy class graph isΓ~*.
第二章讨论可解群的共轭类图与其Fitting高的关系。
2.
By a definition of Lewis in [3], a degree graphΔhas bounded Fitting height if there is a bound on the Fitting height for the solvable group G withΔ(G) =Δ.
Lewis在文[3]中定义了Fitting高有界的特征标维数图Δ(G)。
5) Fitting subgroup
Fitting子群
1.
On the base of paper[1],this paper decide the generation relation of group,by finding the order of automorphism group of Fitting subgroup of group G.
利用矩阵的有理标准形作为工具,通过找出有限群G的Fitting子群的自同构的阶来确定群G的生成关系。
2.
A sufficientcondition forsupersolvable group depending on the propertyπ-quasinormal of its Fitting subgroup isgiven.
通过讨论有限群的 Fitting子群的极小子群的 π-拟正规性 ,利用有限群的正规群列及多种有限群论的方法和技巧 ,得到了一个有限的可解群成为超可解的充分条件 。
3.
By the characters of Fitting subgroup and extending theorems of subgroup ,the author shows the structure of a kind of nonAbelian groups.
利用Fitting子群的特性及子群的扩张原理 ,证明了一类非交换群的构造即 2 3P(P =3,7)阶群的构造 :① 2 3·7阶群共有 13型 ;② 2 3·3阶群共有 15型 。
6) Fitting's operator
Fitting 算子
补充资料：[3-(aminosulfonyl)-4-chloro-N-(2.3-dihydro-2-methyl-1H-indol-1-yl)benzamide]
分子式：C16H16ClN3O3S
分子量：365.5
CAS号：26807-65-8
性质：暂无
制备方法：暂无
用途：用于轻、中度原发性高血压。
分子量：365.5
CAS号：26807-65-8
性质：暂无
制备方法：暂无
用途：用于轻、中度原发性高血压。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条