1) complex linear space
复线性空间
2) complex symplectic linear spaces
复辛线性空间
1.
In this paper, the symplectic direct decomposition of complex symplectic linear spaces is given.
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 。
3) complex linear topological space
复拓扑线性空间
4) LSLRM(Local Spatial Linear Recovery Model)
局部空间线性恢复模型
5) 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
6) 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
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。
补充资料：复线
有两组或两组以上轨道的铁道或电车道，相对方向的车辆可以同时通行（区别于‘单线’）。
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