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绘制三次参数样条插值曲线
- 绘制三次参数样条插值曲线
绘制三次参数样条插值曲线 (3KB).ZIP
- 绘制三次参数样条插值曲线 (3KB).ZIP,快来下载-drawing three parameters spline interpolation curve (3KB). ZIP, breaking download Bowl
绘制三次参数样条插值曲线
- 采用VB绘制三次参数样条插值曲线，非常好看，方便！-using VB drawing three parameters spline interpolation curve, very good looking, easy!
newton插值绘制曲线
- 用牛顿插值法绘制曲线，同时涉及vb与excel的连接！-with Newton drawing curve interpolation, and excel involved vb link!
四点插值细分曲线绘制
- 这是学校布制的作业用C语言实现四点插值细分曲线绘制-cloth it is the school system's operations with C language sub 4:00 interpolation Curve
绘制三次参数样条插值曲线
- 采用VB绘制三次参数样条插值曲线，非常好看，方便！-using VB drawing three parameters spline interpolation curve, very good looking, easy!
绘制三次参数样条插值曲线 (3KB).ZIP
- 绘制三次参数样条插值曲线 (3KB).ZIP,快来下载-drawing three parameters spline interpolation curve (3KB). ZIP, breaking download Bowl
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.
曲线_插值
- 这是一个有关线性插值的例子,用vb编写,具有良好的界面,而且是可是化的.仅供大家参考.-This is a linear interpolation of the examples used vb prepared, to have a good interface, but it is based. Only your reference.
分形插值
- 应用VB实现曲线的分形插值，方法采用IFS迭代函数系-VB application of fractal curve interpolation method used IFS IFS system
deBoorCH
- de Boor 求值算法求作二次和三次B-样条插值曲线，Hartley-Judd法确定节点矢量，使用基于基的运算的插值法求控制顶点-algorithm evaluates demand for secondary and cubic B-spline interpolation curve, Hartley-Judd determine node vector-based computing interpolation method f
chazhisuanfa
- 已知f(xn)=yn ,n=0,1,2,…,N；求通过这N+1个节点{（xn，yn）| n=0,1,2,…,N }的插值函数Pn (x)。 设计出具体的程序，分别使用拉格朗日插值，牛顿插值和三次自然样条三种算法绘制出相应的插值曲线。用三条不同颜色的曲线来表示三种插值方法在一段区间内的插值函数。要求动态显示曲线绘制全过程。-Known f (xn) = yn, n = 0,1,2, ..., N seeking the passage
newton
- 数值分析中牛顿插值算法，运行稳定，并能画出最后的插值曲线-Numerical analysis of Newton
VBSpline
- 三次样条 三次参数样条插值曲线 -Spline
第4章 插值
- 在离散数据的基础上补插连续函数，使得这条连续曲线通过全部给定的离散数据点。插值是离散函数逼近的重要方法，利用它可通过函数在有限个点处的取值状况，估算出函数在其他点处的近似值。插值：用来填充图像变换时像素之间的空隙。(On the basis of discrete data, a continuous function is inserted to make the continuous curve pass through all t
拉格朗日插值
- 运用拉格朗日原理对曲线进行拟合插值c语言程序源代码(Lagrange curve interpolation C language source code)
插值方法
- 插值算法：插值方法包括：（1）线性插值（2）抛物插值（3）拉格朗日插值。三种方法都是利用离散的数据近似模拟曲线函数走向，从而给出指定离散点对应的函数值。选用不同类型的插值函数，逼近的效果不同，线性插值需要根据给定的两个点，抛物插值需要给定三个点，一般形式则通过拉格朗日插值来求解(Interpolation algorithms: interpolation methods include: (1) linear interpolatio
厄尔米特插值与高斯消去解法
- 用厄尔米特插值法拟合曲线，用高斯消去法解线性方程。(The Earl milt interpolation method is used to fit the curve, and the Gauss elimination method is used to solve the linear equation.)
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
反算NURBS曲线插值控制点并计算NURBS插值曲线
- 对于给定的数个离散数据点，使用3次NURBS（非均匀有理B样条曲线）进行插值拟合。该算法程序能够反算出NURBS曲线控制点并绘制经过给定离散点的插值曲线。(For a given number of discrete data points, the 3 NURBS (nonuniform rational B spline curve) is used for interpolation fitting. The algorithm