1) linear space
线性空间
1.
Analysis of the real image and the ideal image of plant artistic conception in linear space;
解读线性空间中植物意境审美的“实”像与“虚”像
2.
Properties of s-orlicz convex functions in linear spaces;
线性空间中s-orlicz拟凸函数的性质
3.
Transferable conditions from metric linear space to F-normed and seminormed linear spaces;
距离线性空间成为赋准范、赋拟范线性空间的条件
2) linear spaces
线性空间
1.
PSU(3,q~2)and the automorphism groups of linear spaces.;
PSU(3,q~2)和线性空间自同构群
2.
How can themlinearly independent vectors group in n dimensions linear spaces V be extended to the basis of linear spaces,the concrete and valid methods are not given in the higher algebra and linear algebra textbooks.
m个n维(m线性空间V的一组基,高等代数与线性代数教材中并没有给出具体有效的方法。
3.
Respectively based on the theory of matrix algebras, linear spaces, linear transformations and λ-matrices, we give five methods to solve typical exercise in "Linear Algebra" .
分别借助矩阵代数、线性空间、线性变换和λ-矩阵等四套相关理论用五种方法解答"高等代数"课程中的一个典型习题。
3) ordered linear spaces
序线性空间
1.
In ordered linear spaces,generalized vector Fritz-John saddle point and generalized vector Kuhn-Tucker saddle point of set-valued optimization problems with generalized inequality constraints were defined,and the relations between them were established.
在序线性空间中定义了带广义不等式约束集值优化问题的广义向量Fritz-John鞍点和广义向量Kuhn-Tucker鞍点,建立了二者之间关系。
2.
The(u,02;Y+)-generalized subconvexlike set-valued maps are introduced,and the alternative theorem of the maps is established in ordered linear spaces.
在序线性空间中,引入(u,02;Y+)—广义次似凸集值映射,建立了此映射下的一个择一定理。
4) superlinearspace
超线性空间
1.
The concepts of superlinearspace and homogeneous basis are given in this paper.
线性空间的Z2阶化结构,也即超线性空间。
5) real linear spaces
实线性空间
1.
Then, a theorem of the alternative for generalized subconvexlike set valued maps in real linear spaces is established.
李泽民建立了实线性空间中次似凸集值映射向量最优化问题的K T条件和Lagrange乘子定理。
2.
In the framework of real linear spaces,we introduce three kinds of Henig proper efficient points.
在实线性空间的框架下,我们引进了三种类型的Henig真有效点。
6) linear subspace
线性子空间
1.
Face Recognition Based on the Linear Subspace Method;
基于线性子空间方法的人脸识别技术
2.
In this paper, we prove that the solution sets for inverse problem of system of homogeneous linear equation Ax=0 is a (n2-n)-dimensional linear subspace, and give its a group of base vectors .
证明了齐次线性方程组Ax =0的反问题的解集是Kn×n上的n2 -n维线性子空间 ,并指出了它的一组基 。
3.
In this paper,we introduce the concept of the biorder-ideal,and provide some necessary or sufficient conditions under which a linear subspace is a biorder-ideal.
主要是引入双序理想的概念，并研究线性子空间为双序理想的一系列充要条
补充资料：线性空间
线性空间
linear space
线性空间[如。rSI班ce;月H妞e益Hoe npoc，皿cT.0] 同向量空间(袱tor sPaCe).
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