| 1. | To maintain a logical presentation we start with the simplest finite-difference scheme .
为了按逻辑来表达，我们从最简单的有限差分格式开始。 |
| 2. | Method for image noise removal based on pdes
基于偏微分方程的图像去噪中差分格式的研究 |
| 3. | Explicit difference schemes for solving higher - order schrdinger equation
方程的显式差分格式 |
| 4. | Difference schemes with intrinsic parallelism for the kdv equation
方程的一类本性并行差分格式 |
| 5. | Convergence study of the finite difference method : a new approach
差分格式收敛性研究的一种新方法 |
| 6. | A conservative finite difference scheme for nonlinear gerdjikov - ivanov equation
方程的守恒差分格式 |
| 7. | A class of difference schemes with staggered grids for hamilton - jacobi equation
方程的交错网格差分格式 |
| 8. | Difference schemes with intrinsic parallelism for dispersive equation
色散方程的一类本性并行的差分格式 |
| 9. | The hybrid difference scheme for a class of nonlinear evolution equation
一类非线性发展方程的混合差分格式 |
| 10. | A new conservative finite difference scheme for nonlinear schrdinger equation
方程的一个新的守恒差分格式 |
