1) dual-relation set
对偶关系集
2) dual relationship
对偶关系
1.
Four basic dual relationships in structural mechanics;
结构力学中基本的四种对偶关系
2.
The Fresnel equation of the magnetic crystal was obtained and the dual relationship was proved, with which the properties of the plane wave on structure, propagation and polarization were studied.
本文讨论了磁各向异性的理想介质中的平面电磁波的一般特性 ,继而推证了这种介质中平面波的对偶关系 ,导出了磁晶体中的“菲涅耳方程” ,并利用此方程分析了这种理想介质中的平面波的结构、传播及其偏振特
3.
Combining with the classical dual relationship, the author also obtained the decomposition of functions in -H--1 0(T-2)-, that is:-f∈H--1 0(T-2)-, there exist functional sequences -｛F i｝-∞ 1,｛G i｝-∞ 1∈H-2(T-2)-.
给出了 Polydisk D2 =D× D上小 Hankel算子 Hφ:H 2 (T2 )→ H 20 (T2 )的范数估计 ,即‖ Hφ‖ =dis(φ,H∞ L∞ (T) +L∞ H∞ (T) ) ,再结合对偶关系得出了 H10 (T2 )的分解 ,即 f∈ H10 (T2 ) ,存在 { Fi}∞1,{ Gi}∞1∈ H 2 (T2 )使得 f = ∞1Fi Gi且该函数级数按 H 1范数收敛于f 。
3) duality relation
对偶关系
1.
The corresponding relationship between the minterm and its logic contiguous term is found by discussing the Boolean value and the duality relation of logic function variables and rules of lattice structure.
通过对逻辑函数变量的二值与对偶关系以及与之对应的格形对称图的一些性质及其规律的探讨,在两种格形对称图上,找到了最小项与其逻辑相邻项之间的对应关系,从而为用格形对称图法化简逻辑函数提供了捷径和方法。
4) dual relation
对偶关系
1.
Given a general result,which summarizes some discussions for the dual relations between convexity and smoothness in recent years,and which is used for establishing corresponding new smoothness concepts dualized to some convexity.
它概括了近几年来若干关于凸性和光滑性对偶关系的讨论，而且利用这个结果可给出若干新的与某些凸性对偶的光滑性概
5) dualistic relationship
对偶关系
1.
The dualistic relationship between placing a toll station and the traffic data collection site is analyzed,a systerm of traffic date collection based on the toll stations is build up.
在分析收费站设置和交通调查点设置的对偶关系的基础上,提出将交通调查点和公路收费站相结合,建立依托收费站的数据采集系统来进行交通调查,并在大的范围内建立一个数据处理平台,处理交通流参数,研究其时间和空间分布特征。
6) set pair situation tolerance relation
集对势容差关系
1.
In view of the limitations of existing generalized rough set models for processing incomplete information system, a new kind of classification relation between objects based on existing generalized models and set pair situation, called set pair situation tolerance relation was proposed.
针对已有扩充粗糙集模型处理不完备信息系统的局限性,在已有扩充模型的基础上,基于集对分析理论中集对势的概念定义了一种新的对象之间的分类关系,称为集对势容差关系,并由此给出一种新的粗糙集扩充模型。
补充资料：经济关系(见生产关系)
经济关系(见生产关系)
economical relation
1 ingji gU口nxj经济关系(eeonomieal relation)系。见生产关
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