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- A interpolation formula for densing finite sampling points is given. 给出了用于有限样点加密的内插公式。
- Then an improved EVERETT interpolation formula in the form of polynomial of the variable is obtained by developing the differential form. 然后，将差分公式展开，得出了直接用自变量的多项式形式表示的改进的EVERETT插值公式。
- Starting from the Gauss forward interpolation formula, the EVERETT interpolation formula is led in the differential form. 本文从高斯向前插值公式出发，导出了等距节点插值的EVERETT差分公式。
- A dynamic cheat-proof multi-group-secret sharing scheme based on the discrete logarithm and lagrange interpolation formula is proposed. 摘要 基于离散对数及拉格朗日插值公式提出了一个动态防欺诈的多组秘密共享方案。
- By analysing the interpolation formula principle and the error rule, we put forward remainder inspection in available area, and explains to the application range of the formula. 通过对插值拟合公式原理及误差规律的分析，提出确定可用区间的“去值检验”方法，说明了插值拟合公式的应用范围。
- The basic principles of the topographic simulation by binary interpolation formula and the ore body bottom and ore body thickness simulation by trend equation were analyzed, and the random formation of schematic section view of ore body was illustrated. 论述了二元插值公式对地形进行模拟、势方程对矿体底板和矿体厚度进行模拟的基本原理，并结合实例对矿体示意剖面的随机生成进行了说明。
- Based on surface and upper level wind data, the horizontal trajectories and the time series of longitudinal and lateral velocity fluctuations were calculated using an interpolation formula. 本文提出了一个利用气象观测网取得的测风资料研究中距离大气扩散规律的方法。 根据常规的风场观测资料和高空风观测资料,用插值公式计算地面和200m高度的水平轨迹以及水平风纵向分量和横向分量的脉动时间序列,进而用相继两条轨迹的横向距离和风脉动滑动平均法求得各类稳定度下的大气扩散参数。
- The break of changes always exist in MVs (motion vectors) on the curves of video content split.Using interpolation formula simply to recover the lost MVs usually results in serious propagation error. 摘要在视频内容分裂处，相邻块的运动矢量会出现突变，简单利用插值恢复丢失块的运动矢量一般有较大误差。
- Expanding Use of Newton Interpolation Formula 牛顿插值公式的拓展使用
- bivariate Newton interpolation formula 二元Newton插值公式
- Newton rs backward interpolation formula 牛顿向后插值公式
- Stirling's interpolation formula 斯特令内插公式
- polynomial interpolation formula 多项式内插公式
- derivation Hermite polynomial interpolation formula 派生Hermite多项式插值公式
- Interpolation formulas are the starting points in the derivations of many methods in several areas of Numerical Analysis. 摘要在数值分析的许多领域中，许多方法都是借助于插值公式导出的。
- Lagrange interpolating formula was applied estimate to the size of abrasion defects by experiments. 建立了基于插值法的偏磨缺陷的定量分析方法,并给出了实测结果。
- Newton-form interpolation formula Newton型插值公式
- Newton's backward interpolation formula 牛顿向后插值公式
- Newton's forward interpolation formula 牛顿向前插值公式,牛顿前向插值公式
- Newton rs forward interpolation formula 牛顿前向插值公式, 牛顿向前插值公式
