搜索资源列表
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- 如何使用Matlab编程实现三次样条插值法 -How to use the Matlab programming cubic spline interpolation method
Datafitting
- 它包含了数据拟合、interp1 - 一元函数插值、 spline - 样条插值、polyfit - 多项式插值或拟合、curvefit - 曲线拟合、caspe - 各种边界条件的样条插值、casps - 样条拟合(没有)、interp2 - 二元函数插值、griddata - 不规则数据的二元函数插值、interp - 不单调节点插值和lagrange - 拉格朗日插值法的代码.-It contains code of data fitting, interp1- unary functio
uniformbspline
- B-三次样条插值 为什么要那么长的说明呢 上传也很不容易的说-B3thjfjfgakgrjfgspgkdopggwf
splinedata
- 此程序可以进行样条插值计算，输入采集的数据，然后可以进行任意点的插值计算-spline
CalculateMethod_Krig
- C++实现的插值算法，迭代算法实现，包括样条插值，拉格朗日插值，分段线性插值等，希望对大家有所帮助-C++ implementation of the interpolation algorithm, iterative algorithms, including the spline interpolation, Lagrange interpolation, piecewise linear interpolation, we want to help
Interpolation
- 其中包括牛顿插值算法，分段线性插值算法，Larange算法和三次样条插值算法的源程序。还包括插值算法的报告一份。-Including the Newton interpolation algorithm, piecewise linear interpolation algorithm, Larange algorithm and cubic spline interpolation algorithm of the source. The report also includes an int
4
- 插值的函数 函数名 功能 Language 求已知数据点的拉格朗日插值多项式 Atken 求已知数据点的艾特肯插值多项式 Newton 求已知数据点的均差形式的牛顿插值多项式 Newtonforward 求已知数据点的前向牛顿差分插值多项式 Newtonback 求已知数据点的后向牛顿差分插值多项式 Gauss 求已知数据点的高斯插值多项式 Hermite 求已知数据点的埃尔米特插值多项式 SubHermite 求已知数据点的分段三次埃尔米特插值多项式及其
Interp
- MATLAB程序演示线性插值和三次样条插值原理-Interpretation based on linearity and cubic spline on matlab codes
test71
- 三次样条插值Cubic Spline Interpolation（简称Spline插值）是通过一系列形值点的一条光滑曲线，数学上通过求解三弯矩方程组得出曲线函数组的过程。(New three spline interpolation)
CBI_1
- 均匀三次B样条曲线插值，给定若干点求出曲线(Uniform three times B spline curve interpolation, given a number of points to find the curve)
spline3
- 新的三次样条差值算法，采用边界条件对数据进行插值，精度非常高(New three spline difference algorithm)
myselfB
- 通过四重节点办法算出控制点坐标，根据控制点拟合通过型值点的3次B样条曲线(The coordinate of control points is calculated by four nodes method, and the 3 B spline curve of the control point is fitted through the value point of the type)
calc
- 插值多项式 和三次样条插值多项式等，可以较好的对其算法进行识别。(The interpolation polynomial and the three spline interpolation polynomial can identify the algorithm better.)
三次样条曲线
- 3种源码，三次样条函数算法C++源代码,用于工程上计算平滑曲线的插值计算.(3 source code, three spline function algorithm C++ source code, for engineering calculation of smooth curve interpolation calculation)
B1calculate
- （B样条插值函数）用于计算一阶b样条函数的子函数程序。(calculate the b-spline function)
有理样条
- MATLAB实现了有理样条函数拟合插值。亲测可用。(MATLAB realizes the rational spline function fitting interpolation. Affinity test available.)
project
- 利用IMSL做曲线近似，通过csiez实现三次样条插值法(Using IMSL to make a curve approximation, the three spline interpolation method is realized through csiez)
CommonPro
- 三次样条插值、高斯算法等等几种数值分析算法(Various interpolation algorithms)
A样条
- A样条曲线插值算法和maple代码，实现离散点列拐角处的平滑过渡。(A-spline interpolation for discrete point sequence)
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 can calculate the control poin