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三次样条
- 最新版三次样条插值源程序-latest version of Cubic Spline Interpolation source
VB60画三次样条曲线
- 用VB6.0写的绘制三次样条插值曲线的程序.-VB6.0 was drawing cubic spline interpolation curve procedure.
VC实现三次样条的图像缩放
- 改程序实现了图像任意比例缩放。采用了三次样条插值。-It achieves zoom of random scale picture by using thrice sample insert value.
spline_c++
- 3次样条插值的c++实现 主要针对图形应用而写，对函数已经给出详细的注释，只需要按照插值过程调用函数即可-3rd spline interpolation c achieve targeted at graphics applications written to function has been given detailed notes, only the need to process called interpolation f
第二种边界条件的三次样条函数插值与微商
- 第二种边界条件的三次样条函数插值与微商-second boundary conditions cubic spline interpolation function and the derivative
实验2-插值与拟合
- 1、掌握用MATLAB计算拉格朗日、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。 2、掌握用MATLAB作线性最小二乘的方法。 3、通过实例学习如何用插值方法与拟合方法解决实际问题，注意二者的联系和区别。-1. Grasp by matlab calculating Lagrange, segement linear, 3rd order spline these 3 interpolation met
lagrange
- 实现10次lagrange插值L（x）和三次样条插值，三次样条插值利用自然边界条件-Lagrange interpolation realize 10 times L (x) and cubic spline interpolation, cubic spline interpolation using the natural boundary conditions
Rungehanshuchazhiwenti
- 比较三次样条插值和拉格朗日插值多项式对runge函数插值的效果并作图解释-Comparison of cubic spline interpolation and Lagrange interpolation polynomial interpolation of the Runge function and mapping to explain the effect of
chazhihenihe
- 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
newTon
- 牛顿插值多项式源代码；三次样条插值多项式源代码；(Newton interpolation polynomial source code; three spline interpolation polynomial source code;)
spline3
- matlab三次样条插值程序非自带，第一条件。(Three spline interpolation)
三次样条曲线拟和
- 三次样条曲线拟合类，可用于样条插值、拟合、预测等算法场合。(The Cubic Spline Interpolation class can be used for spline interpolation, fitting, prediction and other algorithms.)
插值runge现象
- 针对高次插值runge的学习代码，比较段数N不同时分段线性插值和三次样条插值，均给出误差曲线。(In view of the learning code of high order interpolation Runge, the number of comparison segments N does not simultaneously piecewise linear interpolation and three cubic s
ytcz3
- 三次样条插值和Runge-Kutta 4阶算法，输入任意函数，调用该函数，可得结果(Three cubic spline interpolation, input any function, call the function, can get the result)
数值计算相关算法
- 三次样条插值 龙贝格积分 共轭梯度法的实现，基于matlab程序(Three spline interpolation Romberg conjugate gradient method)
Matlab
- 对于已经给出的横坐标及对应的函数值，进行三次样条插值。边界条件为二阶导数为0。 需要的追赶法程序也在内。另外还有高斯消去法和gauss-jordan法求逆矩阵的程序(Two of the programes are aming to solving the problem of cubic interpolation with the boundary condition of the zero second-order derivat
CubicSplineInterpolation
- 三次样条插值法计算，采用自然边界条件，最终用TSS算法进行求解(Cubic spline interpolation)
Minimum_Time_Cubic_Spline
- 基于最短时间的三次样条插值，可用于机械臂轨迹规划(Based on the shortest time three spline interpolation, it can be used for trajectory planning of manipulator.)
shuangtui_guihua
- 利用三次样条插值法对双腿机器人行走进行步态规划(plan the straight gait trajectory using cubic spline interpolation)
qidong_guihua
- 利用三次样条插值方法对双腿机器人在启动阶段进行步态规划(plan the straight gait trajectory using cubic spline interpolation in starting stage for humanoid robot)