| 1. | Both methods result in tridiagonal systems of linear equations that can be solved efficiently .
两种方法都形成了有效求解的三对角线的线性方程组。 |
| 2. | Row action method for system of linear equations with substructure
线性方程组子结构行处理法 |
| 3. | A note to the system of linear equations
关于线性方程组的一个注记 |
| 4. | Convergence rate of row action method for system of linear equations
线性方程组行处理法收敛速度 |
| 5. | Improving gaussian elimination solving the system of linear equations
解非线性方程组的三阶敛速迭代法 |
| 6. | Greedy method with graded row action method for system of linear equations
线性方程组分级行处理法贪心方法 |
| 7. | Comparison between projection methods and jacobi iterations for system of linear equations
迭代法和投影法之比较 |
| 8. | End of interative process within row action method for system of linear equations
线性方程组行处理法迭代终止条件 |
| 9. | Row action method for system of linear equations with partial determinate variables
部分变量已定值的线性方程组的行处理法 |
| 10. | On the method of establishing a system of linear equations with its basic solution series
由基础解系构造线性方程组的方法研讨 |
