1.
Method of Elememtary Transformation Which Changes the Correlated Basic Variables into Uncorrelated Ones;
一种化不相关基本变量的初等变换法
2.
An Elementary Transformation Method for Computing the Generalized Inverse of Matrix;
求λ-矩阵广义逆矩阵的初等变换法
3.
A method of seeking Moore-Penrose s generalized inverse metrix through elementary operation;
求Moore-Penrose广义逆的初等变换法
4.
Re-discussing Applications of Elementary Transformation in Matrix computation;
再谈初等变换法在矩阵计算中的应用(英文)
5.
Eigenvlue of A Matrix and Eigenvector of Matrix from Elementary Operation on Matrix;
矩阵的初等变换法求特征值及特征向量
6.
A Solution on General Inverse Matrix
求矩阵广义逆的另一种初等变换方法
7.
Elementary Transformation of Block Multiplication and Its Application Examples;
关于分块乘法的初等变换及其应用举例
8.
SEARCH OUT THE GREATEST COMMON DIVISOR OF A GROUP OF INTEGERS AND ITS COMBINATION BY MATRIX ELEMENTARY OPERATIONS;
用矩阵初等变换求最大公因数及组合的方法
9.
A simple method of solving an orthogonal transformation with a primary transformation is presented by change quadric form into canonical form.
给出了利用初等变换求一个正交变换化实二次型为标准形的简便方法。
10.
Abstract: A simple method of solving an orthogonal transformation with a primary transformation is presented by change quadric form into canonical form.
文摘:给出了利用初等变换求一个正交变换化实二次型为标准形的简便方法。
11.
Calculating Inverse Matrix of Partitioned Matrix with Generized Elementary Transformation;
用“广义初等变换”求分块矩阵的逆矩阵
12.
Mathematics Experiment on Matrix s Primary Transformation Based on MATLAB;
MATLAB平台上矩阵初等变换的数学实验
13.
To Classify the Conic Section with Primary Alternation;
浅谈用初等变换对二次曲线进行分类
14.
The Modern Mathematics Thoughts in Elementary Geometry--Geometry Transformation;
初等几何中的现代数学思想——几何变换
15.
Decomposing a Matrix into a Product of Two Full Rank Matrices:an Application of Elementary Matrix Operations
初等变换的一个应用:矩阵的满秩分解
16.
Applying Matrix Elementary Transformation for Inverse of Matrix Polynomial
初等变换在矩阵多项式求逆中的应用
17.
An Efficient Method for Parameter Pass Evaluation:Equivalence Transform Method
有效的参数传递求解方法—等价变换法
18.
Analysis on the Importance of matrix of a linear transformation in linear algebra;
浅议线性代数学习中矩阵初等行变换的重要性——初等变换开启线性代数的钥匙