1.
The transfer matrix across the shrink fit section is established.
本文导出了热套段模型的传递矩阵表达式。
2.
A Method of Solving Dynamic Character of High-speed Angular-contact Ball Bearing in Matrix Form
基于矩阵表达的高速角接触球轴承动态特性求解方法
3.
In respones to it, this paper discusses matrix expression for crack maintenance of the metal structure.
鉴于此，有必要提出一种对裂纹维修的矩阵表达方法，比较和评价各种裂纹维修方法的优劣。
4.
The Representations for the Drazin Inverse of the Sum of Two Matrices and the Block Matrix
矩阵之和及分块矩阵的Drazin逆表达式
5.
A Kind of Accurate Expression of the Rational Matrix Exponential;
有理矩阵指数函数的一类精确表达式
6.
Matrixing Method Application for Boolean Expression Deduction
矩阵化方法在布尔表达式化简中的应用
7.
A new representation for the Drazin inverses of 2×2 block matrices
关于2×2分块矩阵的Drazin逆的一般表达式(英文)
8.
mobility and hardship matrix
调动和艰苦条件矩阵表
9.
A Improved Simple Algorithm to Compute Reachability Matrix with Adjacency Matrix
由邻接矩阵求解可达矩阵的一种改进简便算法
10.
The Researches on the Zero Matrices and Identity Matrices for Linear Expression of Idempotent Matrices
幂等矩阵线性组合表出零矩阵和单位矩阵的研究
11.
GENERAL EXPRESSION OF JONES MATRIX IN BIREFRINGENT FIBERS AND REFLECTIVE TRANSMISSION CHARACTERISTICS
双折射光纤琼斯矩阵的一般表达式及反射传输特性
12.
The least-square solutions to the inverse problem are established and their general form is given.
建立了双中心矩阵反问题的最小二乘解，得到了解的具体表达式。
13.
On the Expression of the Block Matrix of the Sum and Product Sequence of Matrix;
关于矩阵的和与乘积秩的分块矩阵表示
14.
Two Solutions on the Decomposition Matrix and Cartan Matrix of Group′s Representation
关于群表示的分解矩阵和Cartan矩阵的两个结论
15.
We call a matrix the generalized cyclic matrix if it can be written the product of a nonsingular diagonal matrix and a cyclic matrix.
可表为非奇异对角矩阵和循环矩阵乘积的矩阵，我们称其为广义循环矩阵。
16.
Application of forward-backward averaging covariance matrix estimation in radar array
雷达阵列中前后向平滑协方差矩阵估计应用
17.
The Representation of Drazin Inverse for Block Matrices and the Application of Generalized Inverse in Matrix Equation;
分块矩阵Drazin逆的表示及广义逆在矩阵方程中的应用
18.
Matrix Representation and Conversion Matrix for Two Bases of the Algebraic Hyperbolic Space;
代数双曲空间中两组基的矩阵表示及其转换矩阵