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Three三次样条插值
- 计算机数值分析实验题目 三次样条插值的程序 满足三次样条插值的三弯矩法 编制第一与第二边界条件的程序-Computer Numerical Analysis Experiment topics cubic spline interpolation procedures meet cubic spline interpolation of three Moment preparing for the first and second boundary conditions procedures
三次样条插值
- 三次样条插值计算方程组-cubic spline interpolation equations
三次样条插值的程序vb版
- 大学里数学系必学的一们课程数值分析中的经典算法————三次样条插值的程序vb版本-University's Department of Mathematics will study the courses have a numerical analysis of the classical algorithm-cubic spline interpolation procedures version vb
三次样条插值代码
- 该程序是三次样条插值源文件，可以直接运行。
MATLAB实现拉格朗日、分段线性、三次样条三种插值的方法
- MATLAB实现拉格朗日、分段线性、三次样条三种插值的方法，改变节点的数目，对三种插值结果进行初步分析,MATLAB realization of Lagrange, piecewise linear, cubic spline interpolation in three ways, changing the number of nodes, interpolation of three preliminary analysis of the results
VC三次样条插值计算对图像插值
- 三次样条插值计算对图像插值具有良好效果，希望大家喜欢，谢谢,Calculation of Cubic Spline Interpolation of Image Interpolation with good results, I hope you like it, I would like to thank
插值原理还原波形曲线(误差改进版)
- 三次样条插值的VC源码，带有示例，测试通过-cubic spline code based on VC++
VC++三次样条插值和贝塞尔曲线实例程序
- VC++三次样条插值和贝塞尔曲线实例程序(VC++ three spline interpolation and Bessel curve example program)
VC++三次样条插值和贝塞尔曲线实例程序
- VC++三次样条插值和贝塞尔曲线实例程序(VC++ three spline interpolation and Bessel curve example program)
三次样条插值试验品_by婞
- 能够实现双三次样条插值，是图像处理中的常用函数。(Bicubic Spline Interpolation)
MATLAB三次样条插值法 求信号的包络线 源代码
- MATLAB三次样条插值法 求信号的包络线 源代码(MATLAB cubic spline interpolation method for the signal envelope source code)
matlab---三次样条插值
- 用于计算三次样条函数的插值，编程计算样条函数，误差较小，光滑性比较好(Three spline interpolation)
三次样条插值
- 运用样条插值算法实现对点的选取及计算和数据预测。(The spline interpolation algorithm is used to realize the selection of the point, the calculation and the prediction of the data.)
三次样条
- 三次样条插值算法实现，求其三次样 条插值多项式， I 型或 II 型边界条件，(Implementation of three spline interpolation algorithm)
三次样条函数插值
- 3次样条插值的c++代码实现，包括原理说明，代码实现等(C++ code implementation of 3 spline interpolation)
三次样条插值
- 计算方法作业，运用分段插值中的三次样条插值进行数据拟合(Calculation method operation, using cubic spline interpolation in segmented interpolation for data fitting)
算法2三次样条插值
- 在matlab中实现三种边界条件下的三次样条插值，以龙格函数为例(n the MATLAB, we implement three spline interpolation under three boundary conditions, taking Runge function as an example.)
MATLAB三次样条插值函数
- 为了分析材料的热加工性能，需要用到三次样条函数对应力应变速率曲线进行插值，从而计算应变速率敏感指数
三次样条插值
- 程序主要实现了三次样条插值，程序注释很详细(It mainly implements cubic spline interpolation with detailed program annotations.)
样条插值
- 样条插值的研究背景，样条函数的力学意义，三次样条插值多项式的构造，一般的插值问题(Research background of spline interpolation, mechanical meaning of spline function, construction of cubic spline interpolation polynomials, general interpolation problems)