1)θ-pairθ-偶
1.The Influence of Normal Properties and θ-pairs of Subgroups on Groups;子群的正规性质及θ-偶对群的影响
2.We study the influence ofθ-pairs for maximal subgroups and 2-maximal subgroups on the structure of group.研究极大子群和2-极大子群的θ-偶对群结构的影响。
3.By defining sets of maximal subgroups and by investigating the influence of θ-pairs for maximal subgroups or semi-normal on the structure of finite groups,some new characterizations of the supersolvability of a finite group are obtained.将通过群系定义的极大子群的θ-偶的条件与半正规的条件结合起来刻画群的超可解性。
英文短句/例句
1.The Influence of Normal Properties and θ-pairs of Subgroups on Groups;子群的正规性质及θ-偶对群的影响
2.The Influence of θ-Pairs for Maximal Subgroups and Semi-normal on the Structure of Finite Groups极大子群的θ-偶、半正规对群结构的影响
3.The p～＊-Nilpotency and θ-Pairs for Subgroups on Finite Groups;有限群的p～＊-幂零性和子群的θ-子群偶
4.The Influence of C-normality and θ-pairs of Subgroups on the Structure of Finite Groups;子群的C-正规性、θ-子群偶对有限群结构的影响
5.THE e-PAIRS FOR MAXIMAL SUBGROUPS AND C-NORMAL SUBGROUPS;有限群极大子群θ-子群偶与C-正规子群
6.Duality for a Class of Generalized Fractional Programming Under Nonsmooth Generalized(F,ρ,θ)-d-univexity非光滑(F,ρ,)θ-d一致不变凸广义分式规划的对偶性
7.After 14 days' hard travel, the cars of 2005 China Police Car Relay Race were able to arrive smoothly at its final destination, Zhuhai of Guangdong on August 9th.曛泄??炱?道?θ
8.Forθ phase transition, it is not suitable to selectθ as the order parameter.对于θ变，选取θ为序参量是不合适的。
9.The S(n)-closed and S(n)-θ-closed Properties of θ-complexθ-复形的S(n)-闭性质及S(n)-θ-闭性质
10.Four Kinds of Estimators for the Parameter θinthe Uniform Distribution U〔θ-1/2,θ+1/2〕均匀分布U〔θ-1/2,θ+1/2〕中参数θ的四种估计量
11.The angle θ is called the argument of Z.角θ称为Z的幅角。
12.(0,)-Jordan Derivations on Prime Rings;素环上的(θ,)-Jordan导子
13.Quadrature Formulas of H_m~T(θ) Type(Ⅰ);H_m~T(θ)型求积公式(Ⅰ)
14.Realization of Vertex Operators of 7-Twisted Affine Lie Algebra (?) [θ];7-Twisted仿射李代数（？）[θ]的顶点算子实现
15.On h-Completion and θ-Completion for Maxmial Subgroups;有限群极大子群的h-完备与θ-完备
16.On Generalized θ-graph Whose Second Largest Eigenvalue Does Not Exceed 1;第二大特征值不超过1的广义θ-图
17.ON THE ADJACENT VERTEX-DISTINGUISHING TOTAL COLORING OF GENERAL θ- GRAPH;广义θ-图的邻点可区别的全染色(英文)
18.Building the Unbiased Estimation for θ~2 by Adjusted Coefficient Method;用修正系数法构造θ~2的无偏估计
相关短句/例句
θ-pairsθ-偶
1.On θ-pairs for a Class of Maximal Subgroups;关于一类极大子群的θ-偶(英文)
2.The main purposes of this dissertation is try to research the structure of finite groups by using the concept ofθ-pairs andθ*-pairs for subgroups,which is motivated by the interesting concept of Index Complex introduced by W.Deskins的复合指数而引入的子群的θ-偶和θ~*-偶概念来研究有限群的结构,获得许多有趣的新结果,部分结果推广了已有的许多结论。
3)θ~*-pairsθ~*-偶
1.θ~*-pairs and the Structure of Finite Groups子群的θ~*-偶与有限群的结构
4)θ-pairθ-子群偶
1.A known result on the Deskins completion is extended by using“θ-pairs”and a key error in the proof of the known result is corrected in passing.以θ－子群偶为工具推广了关于Ｄｅｓｋｉｎｓ完备的一个已知结果，顺便指出该已知结果论证中的一个关键性错误。
5)θ-pairsθ-子群偶
1.The Influence of C-normality and θ-pairs of Subgroups on the Structure of Finite Groups;子群的C-正规性、θ-子群偶对有限群结构的影响
2.This paper discusses the influence of the θ-pairs associted to a famity of special maximal subgroups of a group on the group and establishes some necessary and sufficient conditions for a group to be solvable.讨论有限群的一类特殊极大子群的θ-子群偶对该群可解性的影响,得到若干充要条件,推广了该方面已有的一些结论。
6)theta pair of maximal subgroup极大子群的θ-子群偶
延伸阅读
θ溶剂分子式：CAS号：性质：又称为θ点。高分子稀溶液，达到溶剂的过量化学位=0的条件，称为θ态。可以通过改变溶液的温度或改变溶剂的组分(混合溶剂)而达到。高分子稀溶液的化学位变化由两部分组成，即理想溶液的化学位与非理想溶液的化学位。化学位的大小取决于热效应(即溶解热与溶剂化效应)与熵效应的变化值。用K1表示热效应参数，ψ1表示熵效应参数，当两种效应恰好相互抵消时，非理想溶液的化学位为零，达到满足理d想溶液的热力学条件。非理想溶液溶剂的化学位可写成显见（x1是能量参数），当x1=1/2或K1=皆符合=0的条件。xl是高聚物-溶剂作用参数，表征了高分子链段间以及高分子链段与溶剂分子间的相互作用。当x1=1/2时，高分子溶液的行为符合理想溶液行为，这时的溶剂称为θ溶剂(也称为弗洛里溶剂；Flory solvent；thetasolvent)。而且只有θ=T时，K1才能与ψ1抵偿。T是温度的量纲，这时的θ称为θ温度(thera temperature)，是弗洛里高分子稀溶液理论中引用的一个参数，又称为弗洛里温度(Flory temperature)。
