- array of difference
- difference analogue
- difference format
- difference schema
- differenzenschema difference scheme
- 差分 difference
- 格式 form; layout; pattern; forma ...
- 差分格式法 difference schema method
- 紧差分格式 compact difference scheme
- 变分差分格式 variational difference scheme
- 差分格式频散 dispersion of difference scheme
- 单调差分格式 monotone difference scheme
- 对称差分格式 symmetric difference scheme; symmetrical difference scheme
- 交错差分格式 staggered difference scheme
- 交替差分格式 staggered difference scheme
- 守恒差分格式 co ervation difference scheme; conservation difference scheme
- 显式差分格式 explicit difference schemes
- 隐式差分格式 implicit difference scheme
- 有限差分格式 finite difference operator; finite difference scheme; finite differencing scheme
- 保单调差分格式 monotonicity preserving diffe-rence scheme; monotonicity preserving difference scheme
- 差分格式的耗散 dissipation of difference scheme
- 差分格式的频散 dispersion of difference scheme
- 反扩散差分格式 anti-diffusion difference scheme
- 九点有限差分格式 nine point finite difference scheme
- 五点有限差分格式 five point finite difference scheme
- 分格式 cellular
- 分格式的 cellular
- 分格式桥面 cellular deck
- 流均数值计算中一种常用的二次上风差分格式 quick
- 分格式办公室 cellular office
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- 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。 - 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 - Explicit difference schemes for solving higher - order schrdinger equation
方程的显式差分格式 - Difference schemes with intrinsic parallelism for the kdv equation
方程的一类本性并行差分格式 - 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 - A conservative finite difference scheme for nonlinear gerdjikov - ivanov equation
方程的守恒差分格式 - A class of difference schemes with staggered grids for hamilton - jacobi equation
方程的交错网格差分格式 - Difference schemes with intrinsic parallelism for dispersive equation
色散方程的一类本性并行的差分格式 - 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 - A new conservative finite difference scheme for nonlinear schrdinger equation
方程的一个新的守恒差分格式
Last modified time:Wed, 13 Aug 2025 00:29:56 GMT