interpolations

英 [ɪnˌtɜːpəʊˈleɪʃənz]

美

n.  插补文字; 插入文字
interpolation的复数

柯林斯词典

• N-COUNT 插补文字;插入文字
  Aninterpolationis an addition to a piece of writing.
  1. The interpolation appears to have been inserted very soon after the original text was finished.
     插补文字似乎是在原文完成后不久被补充进来的。

双语例句

• In theory of approximations, the classic methods of polynomial approximation for rational expression are various interpolations and operator approximations, such as Lagrange interpolation, Hermite interpolation and Bernstein polynomial approximation.
  在逼近论中，用多项式逼近有理式的经典的方法是各种插值与算子逼近方法，如Lagrange插值、Hermite插值和Bernstein多项式逼近等。
• The cyclical spline interpolation algorithm has been discussed. With the parameter interpolation, thought, the general plane curve of three spline interpolations algorithm has been designed, and its time complexity has been analyzed.
  探讨了周期样条插值的算法，利用参数插值思想，设计了一般平面曲线的三次样条插值算法，并分析了其算法复杂度。
• In this paper, B net representations of C~ r Smoothness conditions for splines are given. Using the representations, B net method to construct cubic spline interpolations is established.
  本文给出样条函数C连续性条件的B网表示，运用设表示，建立了构造三次样条插值的B网方法。
• We establish some basic results on the Jacobi-Gauss-type interpolations in non-uniformly Jacobi-weighted Sobolev spaces, which serve as important tools in analysis of numerical quadratures, and numerical methods of differential and integral equations.
  我们建立了非一致Jacobi加权Sobolev空间中的Jacobi-Gauss型插值的逼近理论。这些理论对于数值积分公式和微分、积分方程的数值方法都是非常重要的工具。
• In addition, one-dimension and two-dimension B-spline interpolations have been fulfilled on computer.
  并用计算机仿真方法实现了一维、二维空间中轨迹规划的B样条插值算法。
• A New Proof of Existence and Uniqueness of Cubic Spline Interpolations
  三次插值样条存在唯一性条件的新证法
• G~ 1 and g~ 2 interpolations to 3D scattered data
  散乱空间数据的G~1和G~2插值
• Recent Researchs of the Mean Convergence Theory of the Function's Interpolations
  函数插值平均收敛性理论的近期研究
• New formulations for constructing Hermite type interpolations with higher function derivatives and without function values conditions are proposed based on the Newton interpolation method, which have advantages of simple structures and more applications.
  基于牛顿插值方法，本文提出了构造具有高阶导数插值条件或缺少函数值插值条件的Hermite型插值的新格式，具有构造简单，应用广泛等优点。
• Nonlinear predictors are developed based on the Polynomial interpolations.
  发展了基于多项式插值法的非线性预测方法。