A new concept of fuzzy dual vector spaces was presented.
提出了模糊对偶向量空间的新概念，研究了与模糊向量空间对应的模糊对偶向量空间的一些性质，讨论模糊向量空间的一组基与标准基之间的模糊关系，以及模糊向量空间的一组基与它所对应的模糊对偶向量空间的一组基之间的关系。
The dual space of l_■(0<p,q<1);
二重序列空间l_■的对偶空间(0<p,q<1)
The dual space of B(Ω,F);
B(Ω,F)的对偶空间
In this paper,we will reasearch the dual space of Cesaro-Orlicz sequence space CesM equipped with both Orlicz and Luxemburg norms.
本文主要研究了Cesaro-Orlicz序列空间的对偶空间。
The thought of how dual vectors are constructed in a new orthogonal relationship for theory of elasticity is generalized into orthotropic problems.
新的正交关系被推广到正交各向异性三维弹性力学· 将弹性力学新正交关系中构造对偶向量的思路推广到正交各向异性问题· 将弹性力学求解辛体系的对偶向量重新排序后,提出了一种新的对偶向量· 由混合变量求解法直接得到对偶微分方程· 所导出的对偶微分矩阵具有主对角子矩阵为零矩阵的特点· 由于对偶微分矩阵的这一特点,对于正交各向异性三维弹性力学发现了2个独立的、对称的正交关系· 采用分离变量法求解对偶微分方程· 从正交各向异性弹性力学求解体系的积分形式出发,利用一些恒等式证明了新的正交关系· 新的正交关系不但包含原有的辛正交关系,而且比原有的关系简洁· 新正交关系的物理意义是对偶方程的解关于z坐标的对称性的体现· 辛正交关系是一个广义关系,但辛正交关系可以在一定的条件下以狭义的强形式出现· 新的研究成果将为研究正交各向异性三维弹性力学的解析解和有限元解提供新的有效工具·
In a new systematic methodology for theory of elasticity a new dual differential matrix is presented by changing the order of the dual vectors in reference and a new orthogonality relationship is found and proved for isotropic problems of three-dimensional theory of elasticity.
在弹性力学求解新体系中 ,将文献 [3]对偶向量进行重新排序后 ,提出了一种新的对偶微分矩阵L ,对于各向同性 3维弹性力学问题发现了一种新的正交关系 。
In a new systematic methodology for theory of elasticity a new dual differential matrix is presented by the dual vectors over again sorted and a new orthogonality relationship is discover.
在弹性力学求解新体系中,将对偶向量进行重新排序后,提出了一种新的对偶微分矩阵,对于有一个方向正交的各向异性材料的三维弹性力学问题发现了一种新的正交关系。
In a new systematic methodology for two\|dimensional elasticity, a new dual differential matrix L is presented by the dual vectors over again sorted in the paper of Zhong Wanxie and a new orthogonal relationship is discovered for isotropic plane problems.
在平面弹性力学求解新体系中,将文献[2]对偶向量进行重新排序后,提出了一种新的对偶微分矩阵L,对于各向同性平面问题发现了一种新的正交关系。
The Dual Space of Balanced Pseudocomplemented Ockham Algebras;
平衡拟补Ockham代数的对偶空间
dual metric locally convex space
对偶度量局部凸空间
Dual Toeplitz Operators on the Orthogonal Complement of the Dirichlet Space;
Dirichlet空间的正交补空间上的对偶Toeplitz算子
Dual TOEPLITZ Operators on the Orthogonal Complement of the FOCK Space;
FOCK空间之正交补空间上的对偶TOEPLITZ算子
Spaces Which are Dually Special Property ρ and αD-spaces
与特殊性质ρ对偶的空间和αD-空间
Theorems of Duality and Characterization of Some Spaces on HEISENBERG Group;
HEISENBERG群上某些空间的对偶性及刻画定理
The Operator and Duality on Mixed Norm Spaces with Small Exponent;
小指标混合范数空间的算子及其对偶
The Compactness of Dual Toeplitz Operators on the Fock Space;
Fock空间上对偶Toeplitz算子的紧性
Average Strong Convexity and Its Dual Property in Banach Spaces;
Banach空间的平均强凸性及其对偶性
Spaces Which are Dually Special Property P and Related Conclusions
与特殊性质P对偶的空间及相关结论
Duality Principles of Frames in Banach Spaces
Banach空间中框架的对偶原理
A Class of Special Projectively Flat(α, β)-Metric and the Dual Flat Finsler Space;
一类特殊的射影平坦的（α，β）空间以及对偶平坦的Finsler空间
A Method of Establishing Duality Principle for Euclidean Space
欧几里得空间建立对偶原理的一种方法
Duality Theorems of a Kind of Extremum in Topological Vector Spaces
线性拓扑空间中一类极值的对偶性定理
The Extension of Three-Solution Therom and the Duality of Generalized Orlicz Space;
三解定理的推广以及广义Orlicz空间的对偶性
Generalization of Pappus Theorem and Duality Theorem in Space;
Pappus定理及其对偶定理在空间中的一种推广
On the Real Variables of the Phase Space in the Self-Dual Gravitational Theory;
自对偶引力理论中相空间变量的实数化研究
Dual Four Element Method for Inverse Kinematics Analysis of Spatial 6R Manipulator
空间6R机器人位置反解的对偶四元数法
