linear space造句

• 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。
• Image set and kernel of vector in linear space
  线性空间中的向量的象与核
• On the non - continuous auto - ismorphisms in topological linear spaces
  拓扑线性空间中不连续的自同构映像
• Drop theorem and phelps ' lemma and ekeland ' principle in topological linear spaces
  不动点定理及其应用
• Fuzzifying topological linear space
  不分明化拓扑线性空间
• Approximation of fixed points for a kind of operator in normed linear spaces
  强伪压缩映像不动点的迭代逼近
• Intuitionistic fuzzy linear spaces
  直觉模糊线性空间
• Fuzzifying topological linear spaces based on continuous - valued logic
  基于连续值逻辑上的不分明化拓扑线性空间
• A local convexity condition in locally bounded topological linear spaces
  局部有界拓扑线性空间的一个局部凸条件
• Complete normed linear space
  完备线性赋范空间
• Category of linear spaces
  线性空间的范畴
• The optimal condition for a class of vector extremum problem in ordered linear space
  序线性空间一类向量极值问题的最优性条件
• The existence problem of linear non - continuous functionals on topological linear spaces
  拓扑线性空间中不连续线性泛函的存在问题
• Approximation of a solution for a d - positive definite operator equation in real separable normed linear spaces
  一类非线性算子方程解的迭代逼近
• Iterative approximations of fixed points for asymptotically pseudo - contractive mappings in normed linear spaces
  严格伪压缩映象的不动点的迭代逼近
• The existence and dimensionality of subspace which doesn ' t intersect the join of subspaces in linear space
  线性空间中与子空间的并集合基本上不相交的子空间的存在性及维数
• 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。
• " in reality the " sparse " data in the lower extreme of any 8 - bit non - linear space considerably limits its useful range .
  "实际上"稀稀落落的"资料在任一8位非线性空间更低的极端可观地限制它有用的?围。
• 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。
• In this paper , the symplectic direct decomposition of complex symplectic linear spaces is given . these results laid foundations for further research on normal forms of complex symplectic matrices
  给出了复辛线性空间的辛直和分解,这些结果为将来进一步研究复辛矩阵的标准形打下了基础