1) F-S-complemented
F-S-可补
2) F-S-supplemented subgroup
F-S-可补子群
1.
The purpose of this paper is to study the influence of F-s-supplemented subgroups and Q-supplemented subgroups on the structure of finite groups such as p-nilpotency,supper solvability.
本文的主要目的是研究F-s-可补子群和Q-可补子群对有限群结构(p-幂零性,超可解)的影响。
3) F-s-supplement
F-s-补
1.
If K≤G such that HK=G and K/HG∩K∈F,then H is called F-s-supplemented in G.
K称为H在G中的F-s-补。
2.
We characterize the structure of finite group G under the assumpations that minimal subgroups of Fitting subgroup and generalized Fitting subgroup of G are F-s-supplemented,and have the following new results: Let F be a saturated formation containing U and let G be a finite group.
利用群G的F itting子群、广义F itting子群的极小子群F-s-补条件刻划群G的结构,得到新的结果,即:设F是含U的饱和群系,G是一有限群,则G∈F的充分必要条件是存在G的可解正规子群N(或正规子群N)使得G/N∈F且F(N)(或F*(G))的所有素数阶子群在G中均有超可解-s-补。
3.
Using F-S-supplement of the minimal subgroups and the minimal counterexample method,the p-nilpotency of finite groups is investigated.
利用极小子群的F-S-补及极小阶反例法,研究有限群的p-幂零性问题,得到有限群为p-幂零的若干新判据。
4) S-supplemented subgroup
S可补
1.
The structure of finite groups is determined by using S-supplemented subgroups and some results about solvable group are obtained.
称群G的一个子群H在G中是S可补的,如果存在G的一个子群K,使得G=HK且H∩K≤HSG,其中HSG是包含在H中的G的最大次正规子群。
5) Ferromagnetic/Semiconductor/Ferromagnetic
F/S/F
1.
Considering spin-orbit interactions and interface barrier,we study spin-transport properties through Ferromagnetic/Semiconductor/Ferromagnetic nanostructure.
考虑半导体中自旋轨道耦合作用的自旋翻转效应及铁磁半导体边界处的界面势垒作用,研究了自旋极化电子在准一维铁磁/半导体/铁磁(F/S/F)异质结中的输运行为。
6) weakly s-supplemented subgroup
弱s可补充子群
补充资料：(订补)简易备验方
(订补)简易备验方
方书。又名《十竹斋订补万病验方》、《订补验方》。16卷。明胡正心(无所)、胡正言(曰从)编辑。初辑于崇祯四年(1631年)，订补并刊于崇祯十四年(1641年)。按病因、病证分为中风、伤寒、瘟疫、暑证、热燥、火证、湿痹、脾胃等57门，汇录各科单验方。卷首附“养生篇”，卷末为畜病门。现存十竹斋初刻巾箱本。
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