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三次样条插值函数，可以用于计算插值，一阶导数，二阶导数-Cubic spline interpolation function can be used to calculate the interpolation, first derivative, second derivative
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用JAVA编写的一个界面程序，实现了二分法、牛顿法、高斯法、SOR迭代法、三角分解法、三次样条插值曲线、曲线拟合的最小二乘法、数值积分Romberg算法、常微分方程的初值解法 改进Euler法、矩阵的特征值和特征向量 反幂法-An interface with a JAVA program written to achieve a dichotomy, Newton method, Gauss law, SOR iteration method, triangular decomposition
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生成三次样条插值函数的C++程序，可求出给定测试数的函数近似值。-A C++ program for generating Cubic spline interpolation function,which can calculate the function approximation for a given number.
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三对角矩阵最常用最快速的追赶法，应用广泛。更是样条插值逆运算的重要工具-Tridiagonal matrix most commonly used to catch up with the most rapid method, widely used. Spline Interpolation is an important tool for inverse operation
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用MFC做的可以实现画三种平滑曲线的程序(三次样条插值，贝塞尔曲线，GDI+曲线平滑)-Using MFC to do three pictures to achieve a smooth curve of the procedure (cubic spline interpolation, Bezier curves, GDI+ curve smoothing)
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三次样条插值-Cubic Spline Interpolation
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数值分析里的样条插值算法，相信大家都不陌生吧。此算法可作为数值分析老师布置的程序作业提交，用VC 6.0即可调试通过，结果经检验也正确。欢迎大家下载！-Numerical analysis in the spline interpolation algorithm, I do not think people unfamiliar with it. This algorithm can be used as numerical analysis procedures for the teache
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曲线的三次样条插值，在非首尾节点处具有三次光滑性质-Curve cubic spline interpolation, in both nodes with non-smooth nature of the three
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B样条曲线的绘制和插值.MFC 中画图,很精确的实现 拟合数据点-B-spline curve rendering and interpolation. MFC in the drawing, it is precisely the realization of fitting data points
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计算机数值分析中三次样条插值算法的演示算法-Computer numerical analysis algorithm for cubic spline interpolation algorithm demo
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数值分析的实验文档和源程序
包含
1.样条插值
2.非线性方程求根
3.函数逼近和拟合
4.矩阵特征值计算
5.舍入误差分析
程序在相应文档中-Numerical Analysis of the experimental documentation and source code that contains 1. Spline Interpolation 2. Nonlinear equations Root 3. Function approximati
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三次四阶b样条插值算法（Deboor算法）的mfc程序实现-Three fourth-order b-spline interpolation algorithm (Deboor algorithm) of mfc program
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用VB程序编写的数值分析三次样条插值函数。-Programming with VB Numerical Analysis of cubic spline interpolation function.
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根据所给样本数据用三种不同的方法绘制该公路并估计其长度。
分别用线性插值法、最近邻域插值法和三次样条插值法计算公路长度，并用勾股定理估计公路的长度
-According to the sample data in three different ways, the road map and estimate its length. , Respectively, by linear interpolation, nearest neighbor interpolation domain
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分段线性插值，分段二次多项式插值，分段三次多项式插值，三次样条插值-Piecewise linear interpolation, sub-quadratic polynomial interpolation, sub-cubic polynomial interpolation, cubic spline interpolation
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计算方法\计算方法程序\sanciyangtiaochazhi
三次样条插值法.rar-Calculation method of calculation procedures sanciyangtiaochazhi cubic spline interpolation. Rar
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数值分析课程必备的算法：三次样条插值。有需要的同学下载-Numerical Analysis of Algorithms course required: cubic spline interpolation. Those students in need to download
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实验一：三次样条插值（P56，例6）
一、实验目的：
1) 掌握三次样条插值的运用
2) 了解拉格朗日插值在高次上的误差
二、实验环境：Matlab6.5
三、实验内容：
1) 给定函数f(x)=1/(1+x2)，-5<=x<=5，节点xk=-5+k，(k=0,1,2…10)，用三次样条插值求S10(x)，S10’(-5)=f’(-5)，S10’(5)=f’(5)。
2）作原函数f(x)，拉格朗日插值函数Ln(x)，三次样条差值函数Sn(x)。画出三个函
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三次样条插值程序演示。在SplineDemoView.cpp文件中的函数BOOL CSplineDemoView::ZSpline3()和函数double Spline3(double)是实现三次样条插值算法的核心函数。用VC6.0编译运行后，在窗口上由左至右点击鼠标左键设置一些点，然后点击鼠标右键即绘出穿过这些点的三次样条插值曲线。-Cubic spline interpolation procedure demonstration.
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三次样条插值模拟曲线，基于matlab的程序-Cubic spline interpolation curve simulation, matlab program
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