对偶关系

词组短语

duality relation

与对偶关系相关的网络例句 [注：此内容来源于网络，仅供参考]

Furthermore, we discuss the roles of negationsin grey-scale morphology as well as the identities of the adjunction and the duality ofmorphological operators.

我们还研究了"负"在形态学中的作用以及形态学算子的伴随关系和对偶关系的一致性。

First,from this kind of conversion system,the characteristic of space antithetic and the dual distributed for power and data flows are analyzed. According to the concept of power electronics building blocks,a networked distributed control strategy is reviewed,and the building process of the application system is presented.In addition,the theory of standardization for complex power conversion system is summarized.

首先，论文以复杂系统为研究对象，分析了应用系统的功率流和信息流在空间结构上的对偶关系和双重分布的特性；在电力电子集成模块(Power Electronics Building Blocks，PEBB)的基础上，研究了变流系统的网络化分布式控制方案，并得出系统组构的初步构想，总结出适合复杂电力电子系统集成的标准化理论。

In dual Brunn-Minkowski theory, we study the properties of the dual harmonic quer-massintegrals systematically and establish some inequalities for the dual harmonic quer-massintegrals, such as the Minkowski inequality, the Brunn-Minkowski inequality, the Blaschke-Santalo inequality and the Bieberbach inequality. We establish the dual Brunn-Minkowski inequality for dual affine quermassintegrals. Recently we learned that Gardner have independently proved it by a different method. The polar body of a convex body is an important object in the context of convex geometry. Hence, after we studied the intersection bodies, it is natural to consider the inequalities for their polar bodies.

在对偶Brunn-Minkowski理论中，我们引入了对偶调和均质积分概念，系统的研究了它的性质，并建立对偶调和均质积分的Brunn-Minkowski不等式，Blaschke-Santalo型不等式和Bieberbach不等式；接着我们建立了对偶仿射均质积分的对偶Brunn-Minkowski不等式，最近我们得知这个不等式被Gardner用另外的方式证明；凸体的极体是凸几何中一个重要概(来源：2525ABf8C论文网www.abclunwen.com)念，既然相交体和投影体有对偶关系，因此在研究完投影体的极体之后自然要研究相交体的极体。

Based on the dual relation between flow graph and potential graph,flow graph represent the trusses and potential graph represent the mechanisms,obtained the duality relation between trusses and mechanisms.

基于流图和势图的对偶关系以及基尔霍夫定律，用流图表示桁架，势图表示机构，建立了桁架和机构的对偶关系。

Following the dual principle of the circuit theories,the dual network of mutual inductance network ,the concept of mutual capacitance,and the dual relation of mutual capacitance and mutual indutance are analysed and substantiated,and the decoupling equivalent circuit of mutual capacitance is discussed as well.

从电路理论对偶原理出发，分析论证了互感网络的对偶网路、互电容的概念及互电容与互电感的对偶关系，并探讨了互电容的去耦等效电路。

Moreover, we study the duality between these spaces, and give the dual relative and characterize the dual spaces of the spaces.

此外，我们讨论了这些空间相互之间的对偶关系。

As a application, we obtain that if ρ=t〓(0≤α＜1) then the dual space of J〓 is the Lipschitz space Lip (0＜α＜1) or the Bloch space B (α=0). Secondly, the Bloch type spaces of holomorphic functions on the unit ball are considered.

在一定的条件下，给出了这些函数空间的对偶关系和对偶空间的刻画。

The boundary integral equation for a two-dimensional homogeneous anisotropic medium for TM polarized wave are deduced.

利用对偶关系可以得到TE波入射时金属边界积分方程的表达式。

In this paper, we first give the Maschke's theorem of smash product A#H * about semisimple algebra , after studing smash product # definited by Y.

Doi 所定义的Smash 积＃，给出了Smash 积A＃ H＊关于半单代数的Maschke 定理；给出了可分代数与余可分余代数之间的对偶关系。

Applying the concept of star dual, which is introduced by Moszynska, we establish some inequalities for star duals of intersection bodies. Hence, we present a new kind of duality between intersection bodies and projection bodies.

采用Moszynska引入的星对偶的概念，我们在第五章中研究相交体的星对偶体，从而更进一步地揭示了投影体和相交体两者之间的对偶关系；引入了对偶混合体的概念。

与对偶关系相关的网络解释 [注：此内容来源于网络，仅供参考]

Boolean algebra：布尔代数

(2)布尔代数(Boolean Algebra)是代数系统中最为基础的部分,也是最核心的基本理论. 主要包括了集合的基本概念和运算,自对偶的公理系统. 是数据表示的重要基础. 相信大家都非常清晰他的重要性. (3)关系代数(Relational Algebra)应用也是极为广泛,

allele：对偶基因

他们的资料来自文献中已有的42个人种,120个对偶基因(allele),用统计方法(boot-strapping,自内整理)分析各人种的血缘关系,得出一张演化树如图左边所示分支.

concept：概念

正因为在"过程"和"对象"之间存在所说的相互依赖、互相转化的辩证关系,因此,一些学者提出,我们应把相应的数学概念看成一种"过程-对象对偶体"procept,这是由"过程"(process)和(作为对象的)"概念"(concept)这两个词组合而成的.

dual relation：对偶关系

dual problem 对偶问题 | dual relation 对偶关系 | dual representation 对偶表示

dual representation：对偶表示

dual relation 对偶关系 | dual representation 对偶表示 | dual simplex method 对偶单形法

principle of duality：对偶原理

位置是空间的一个特殊概念,纯粹的位置就是空间自身,位置关系就是空间自身的结构性关系,这种几何纯粹性是由几何学中的一个基本理论对偶性和对偶原理(principle of duality)表达的.

duality relation：对偶关系

duality principle 对偶原理 | duality relation 对偶关系 | duality theorem 对偶定理

predual：预对偶

predictor corrector method 预示校正法 | predual 预对偶 | preference relation 选择关系

preference relation：选择关系

predual 预对偶 | preference relation 选择关系 | preference testing 选择检验

Torus：环面

数学中有所谓的对偶(duality)的现象,比如有如下关系:这个环面(torus)的对偶正是弦理论对偶的基础,现代数论的一个最重要的环节叫朗兰兹理论,也有对偶的问题,与代数几何和表示理论有密切的关系.