1) inclusion relation
包含关系
1.
The inclusion relationships of weighted Dirichlet spaces;
加权Dirichlet空间的包含关系
2.
The thesis demonstrated the function dependency and the greatest lower bound ofλ-spiral function and proved the inclusion relation of the two functions.
对λ-螺旋形函数的从属性及星函数实部的精确下界给出了证明,并证明了两族函数的包含关系,给出了特殊情况的系数估计。
3.
The inclusion relation among the two definitions of the attribute core in the algebra view and information view of rough set theory and the resu.
本文对不相容决策信息系统属性核的计算问题进行研究,证明了Rough集理论代数观和信息观中属性核概念的包含关系,以及几种属性核计算方法所得到的结果之间的包含关系。
2) inclusion relations
包含关系
1.
Results and Conclusion The coefficients estimates,distortion theorems,inclusion relations,convex linear relations and Hadamard products were proved for this function class.
结果和结论得到B(n,m,α,β)中函数的系数不等式、偏差定理、包含关系、凸的线性关系、Hadamard乘积等。
2.
For a pair（) of complementary N -functions, we find necessary and sufficient conditions under which the following inclusion relations hol
设φ，ψ为一对互余的Ｎ－函数，本文给出了包含关系成立的充要条件，并修正Ｃｈｅｎ［１，ｐ，１６８］的一个例子
3.
In particular,several inclusion relations,integral operators and convolution properties for each of these function classes are proven.
特别地,证明了这两个子类的几个包含关系、积分算子和卷积性质。
3) containment relation
包含关系
1.
The paper compares and studies the containment relation of 9 years medicine literature coverage of CBM, Chinese journal full-text database and Chinese science & technology journal database by samples, the result shows that the medicine literature coverage of CBM is larger, two others have their onw advantages and characteristics.
对 CBM、《中国期刊全文数据库》和《中文科技期刊数据库》三种期刊数据库收录医学文献的包含关系进行了 9年小样本多学科主题抽样的对比研究 ,结果显示 ,CBM的收录范围和覆盖面更大一些 ,《中国期刊全文数据库》和《中文科技期刊数据库》各有优势和特点。
2.
But what is the direct relation between poset theory and the containment relations between different kinds of greedoids?How to apply poset theory to solve such problem?In order to obtain the answers,the applications to study the containment relations between classes of greedoids are discussed by constructing a poset for all greedoids defined on the same set.
但是偏序集理论与不同种广义拟阵间的包含关系的直接联系是什么呢 ?怎样运用偏序集理论的手法去解决该问题呢 ?为得到答案 ,首先对于定义在同一集上的全体广义拟阵构造一个偏序关系 ,运用这种偏序关系讨论不同种的广义拟阵间的包含关系 。
4) contain relation
包含关系
1.
In this paper according to the mathematical principle that the power set P(X)of discussion field X belongs Boolean algebra and its partial-ordering relation is contain relation, the authors have given the brief proof which is different from application definition and theorem of Boolean algebra through change discussion field X for the Boolean algebraic const.
本文根据论域的幂集P(X)为布尔代数且其偏序关系为包含关系的数学原理,通过改变论域而分别对地图图像系统、地图符号系统和地图数据库系统等多种地图符号系统的布尔代数结构,分别作出了有别于应用布尔代数定义和定理的简要证明。
2.
The contain relation, as well as the relation between J(λ,α,β) and the starlike function S (β) are obtained.
引进并研究解析函数族Ｊ（λ，α，β），证明了包含关系，发现Ｊ（λ，α，β）与β级星像函数Ｓ＊（β）之间的一种关系，由此给出了类中函数ｆ（ｚ）的积分表达
5) relation of inclusion of module
模包含关系
6) exclusive relation
非包含关系
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