sum of vector subspaces
基本释义:
向量子空间和
网络释义
1)sum of vector subspaces,向量子空间和
2)vector subspace,向量子空间
3)vector space direct sum,向量空间直和
4)Vector subspace method,向量子空间法
5)Fuzzy Subspaces,模糊向量子空间
6)sum of subspaces,子空间和
用法和例句
Affine Fuzzy Sets and Fuzzy Subspaces Redefined;
模糊仿射集与模糊向量子空间的再定义
Found Method of the Standard Vector Group in a Finitely Generated Fuzzy Vector Subspace;
有限生成模糊向量子空间中标准向量组的求法
A found method of the standard vector group in a finite generating fuzzy vector subspace is given in this paper.
给出求有限生成模糊向量子空间中标准向量组的方法.
General Basis of a Finitely Generated Subspace of the Fuzzy Vector Space;
模糊向量空间的有限生成子空间的一般基
Definition2: Given two vector spaces ,if ,then V1 is called a subspace of v2 .
易见,任何维向量组生成的向量空间都是的子空间。
The Decomposition of Vector Valued Weighted Herz Type Hardy Spaces;
向量值的加权Herz型Hardy空间的原子分解
complex vector space
复矢量空间; 复数域上的向量空间; 复向量空间
Research of the Ear Recognition Based on the Subspace Analysis and Support Vector Machine;
基于子空间分析和支持向量机的人耳识别研究
The Bound of Vector-space-valued Martingale Transformational Operators in Several Banach Spaces;
向量值鞅变换算子在几种Banach空间上的有界性
Matingale Operators and Atomic Decomposions of Weak Martingale Spaces of Banach Valued Generated by them
向量值弱鞅空间的原子分解及其嵌入关系
We have discussed sum for subspace of vector space, and cannot popularize sum of subspace to infinitude.
对向量空间的子空间的和的概念不能推广到无限多个子空间的情形进行了讨论。
finitely generatable vector space
有限可生成向量空间
Complete space-like submanifolds with parallel mean curvature vector in de Sitter spaces
de Sitter空间中具有平行平均曲率向量的完备类空子流形
An element of a vector space.
向量元素向量空间的元素
the part of algebra that deals with the theory of vectors and vector spaces.
有关向量与向量空间理论的代数部分。
Martingale Operators and Atomic Decompositions of Weak Hardy Spaces of Vector-Valued Martingale Generated by Them
鞅算子及其生成的向量值弱Hardy鞅空间的原子分解
M-Laplacian on Metric Space;
度量空间上的m-Laplacian算子
Submanifolds with Parallel Mean Curvature Vector in Local Symmetric Spaces;
局部对称空间中具有平行平均曲率向量的子流形
Submanifolds with Parallel Mean Curvature Vector of Constant Curvature;
常曲率空间中具有平行平均曲率向量的伪脐子流形
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