搜索资源列表
多点插值算法
- 多点插值算法 解压后可直接运行 文件只有一个.CPP文件-more interpolation algorithm can be directly extracted after running only one document. CPP documents
3ciyangtiaohuashu
- 这是对3次样条插值函数的C程序编写,希望大家可以用到.-This is the 3rd spline interpolation function of the C programming, we hope could be applied.
include
- 拉格朗日插值公式。用于数值计算分析的源代码-Lagrangian inserting value formula. Source code for computational analysis of number value
Hermite.rar
- Hermite插值，不少实际问题不但要求在节点上函数值相等，而且要求他的导数值也相等,Hermite interpolation, a lot of practical problems requires not only the function values in the nodes are equally divided, but also his value is also equal to I.
xinetd-2.3.14.tar
- 牛顿插值方法求解多项式的系数，通过等值差分，是用C写成的，可以运行！-niudunchazhi
19
- 怎样用MATLAB编程语言实现拉格朗日插值算法-How to use MATLAB programming language Lagrange interpolation algorithm
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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
Lander.tar
- 用于Qt中的插值，采用内插的方式得出插值后的结果-for qt
fortran-for-bspline
- B样条函数插值，可以利用它对一些曲线进行光滑的插值-B-spline interpolation, we can use it to some smooth curve interpolation
Text1
- opengl实现线性插值 基于VC++实现 计算机动画实验-opengl achieve linear interpolation based on computer animation in VC++ test
TestChaZhi
- 对argo数据到插值计算，对海洋信息数据到处理-Argo data for interpolation of the data to the processing of marine information
jisuanfangfa
- 计算方法的七个典型程序。全部都有。拉格朗日插值.cpp 二分法.cpp 高斯.cpp 高斯-赛德尔.cpp 龙贝格.cpp 龙格库塔.cpp 牛顿迭代.c-Method of calculation of the seven typical program. All of them. Lagrange interpolation. Cpp dichotomy. Cpp Gaussian. Cpp Gauss- Seidel. Cpp Rhomberg. Cpp Runge-Kutta. Cpp
shepard_interp_2d
- 主要是Shepard插值方法的函数，可直接调用-Shepard interpolation function
hfxms
- 用阿克马方法计算指定区间上的三次插值多项式与指定插值点的函数值-With gram horse method specified interval, which is three times of interpolation polynomial, and specify the function of the interpolation points
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 interpolation (2) parabolic interpolation
拟合曲线
- 鼠标点击任意两点，两点之间进行直线拟合，继续点击，增加点的数目，多点之间进行多次插值拟合(Mouse click any two points, between two points to a straight line fitting, continue to click, increase the number of points, multiple points between multiple interpolation fitting)
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.)
碎片数据和示例程序-20160808
- 真实的碎片数据利用插值算法来实现对卫星位置速度的预测和验证(Real debris data use interpolation algorithm to predict and verify the position speed of satellite)
插值与拟合
- 采用matlab进行插值与拟合的相关计算的源代码。(The source code for the calculation of the interpolation and fitting is carried out by MATLAB.)
数值计算合集
- 里面含有拉格朗日插值，样条插值，切比雪夫插值和牛顿插值等代码合集(It contains Lagrange interpolation, spline interpolation, Chebyshev interpolation and Newton interpolation.)