The article gives the definition of quasi linear space.
文章给出了“准线性空间”的定义。
Every basis of a linear space contains the same number of vectors.
一线性空间的每一基底包含同样数目的向量。
As for the research on linear space, good conclusions are attained in the General High Algebra Course.
关于线性子空间的研究，普通的高等代数教材已有许多好的结论。
In this paper, some properties of translation and application for ball in normed linear space are given.
给出了线性赋范空间中球的几个平移性质及其应用。
Firstly, a new decoupling approach to aiming system is presented based on the geometric theory of linear space.
首先，基于线性空间的几何理论，提出了一种新的操瞄系统解耦方案。
As for the undivided linear sample space, the kernel function is needed to map onto another high dimension linear space.
对于线性不可分的样本空间，需要寻找核函数，将线性不可分的样本集映射到另一个高维线性空间。
Canonical variate analysis (CVA) is applied to identify a state space model in linear space and state information is extracted.
在线性空间中使用规范变量分析(CVA)来辨识状态空间模型，从数据中提取状态信息。
The construction of urban roads landscape, takes the linear space theory as the guide, aims at showing the special urban characters.
城市道路景观的建设，应以线性空间理论为指导思想，以体现整个城市的特色风貌为主要目标。
In this paper, the equivalent relation of boundedness and continuity at zero for homogeneous operator in normal linear space is proved.
本文证明了赋范线性空间中有界齐性算子与在零点连续的齐性算子等价。
In the linear space with descending chain condition of subspaces, every subspace can be written as finite intersection of maxmin subspaces.
在满足子空间降链条件的线性空间中，每个子空间可表示为有限个极大子空间的交。
By the alternative theorem, the optimality conditions of vector extremum problems with generalized inequality constraint are established in linear space.
运用此定理，在线性空间中建立了带广义不等式约束的向量极值问题的最优性条件。
Using the alternative theorem, the optimality conditions of vector extremum problems with generalized constraint are established in ordered linear space.
在序线性空间中，利用次似凸映射的择一性定理，得出具有一般约束的向量极值问题的最优性条件。
In this paper, our aim is to discuss the extension of an extremal monotonic linear functional in the algebraic dual space of a partially ordered linear space.
讨论了偏序线性空间的代数对偶空间上的端单调线性泛函的延拓性。
In this paper, we have discussed root subspace decomposition of linear space, and for the linear space have decomposed direct sum of root subspace, a primary proof is given.
文章讨论了线性空间的根子空间分解，并对线性空间分解成根子空间的直和给出了较为初等的证明。
This paper defines a kind of derivative for real function on convex set which is in linear space. By means of the derivative we study convexity of function and obtain some decision theories.
本文对线性空间中的凸集上的实值函数定义一种导数，用其研究函数凸性，得到了上述三种凸函数的若干判定定理。
The concept of grey system is extended to linear space. The necessary and sufficient conditions for a kind of grey problem to be transformed into a white one and the problems involved are proposed.
本文将灰色系统的概念引伸，定义了灰色数域、灰色线性空间，提出了一种灰色问题白化的充要条件及相应产生的问题。
The concept of grey system is extended to linear space. The necessary and sufficient conditions for a kind of grey problem to be transformed into a white one and the problems involved are proposed.
本文将灰色系统的概念引伸，定义了灰色数域、灰色线性空间，提出了一种灰色问题白化的充要条件及相应产生的问题。
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