| 1. | A simple method for solving matrix eigenvalue and eigenvector
求矩阵的特征值与特征向量的一种简捷方法 |
| 2. | Exact solution of eigenvalue and eigenvector derivatives and its application in structural dynamics
结构动力学中具有重特征值的灵敏度分析 |
| 3. | In addition , the backward error for eigenvalue and eigenvector are analyzed respectively
此外还单独考虑了对特征值和对特征向量的结构向后误差和向后误差。 |
| 4. | Initial vector and iterating control in the solution to eigenvalue and eigenvector of a matrix by the matrix iterarion method
乘幂法求矩阵特征向量与特征值的初始向量及循环控制 |
| 5. | Improve the traditional method of solving algebraic eigenvalue and eigenvector , give a new method of solving algebraic eigenvalue and eigenvector with elementary transformation
摘要改进了求代数特征值与特征向量的传统方法，给出了一种用初等变换来求代数特征值与特征向量的方法。 |
| 6. | In this paper , through treating lines reciprocal transformation to a matrix , cogradiently reach the eigenvalue and eigenvector of a matrix , to solve the question treat a eigenvalue under without parameters , and given some advanced theorems
摘要通过对矩阵进行行列互逆变换，同步求出矩阵特征值及特征向量，解决了不带参数求特征值问题，并给出一些新定理。 |
