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三次曲线(多项式法)
- 图形学中常用的曲线生成算法-Graphics common curve Algorithm
ruanjianshixi
- lagrange差值，spline一阶差值，spline二阶差值，坐标平移，s曲线拟合，多项式拟合-Hangzhou margin, a spline bands margin spline second margin, coordinate translation, s curve fitting, polynomial fitting
curvefit_C_edition
- c语言版的多项式曲线拟合。 用最小二乘法进行曲线拟合. 用p－1 次多项式进行拟合，p<= 10 x,y 的第0个域x[0],y[0],没有用，有效数据从x[1],y[1] 开始 nNodeNum,有效数据节点的个数。 b,为输出的多项式系数，b[i] 为b[i-1]次项。b[0],没有用。 b,有10个元素ok。-c language version of the polynomial curve fi
2x
- 利用最小二乘法进行曲线的拟合,这是用多项式拟合曲线的源码!-using the least-squares method of curve fitting, which is the polynomial curve fitting source!
nmgenerate1
- 利用神经网络对多项式曲线进行预测，比较实用的一个小程序-using neural networks to predict polynomial curve, a relatively small practical procedures
datafit
- 将输入点拟合成曲线，可以拟合成多项式曲线或者对数曲线。框架MFC编写。-input will be synthesized curve can be described by polynomial curve or right curve. MFC fr a mework of the preparation.
Zuixiaoerchengqiuquxiannihe
- 首先介绍多元线性回归公式（即最小二乘法计算公式），然后进行VB编程，实现多次曲线拟合算法。-First introduced multiple linear regression formula (ie, least-squares method to calculate the formula), and then proceed to VB programming, curve fitting algorithm to achiev
CurveFit_Poly
- 多项式曲线拟合 任意介数 Purpose - Least-squares curve fit of arbitrary order working in C++ Builder 2007 as a template class, using vector<FloatType> parameters. Added a method to handle some EMathError exceptions
MATLAB_jingtong
- Matlab教程一，包括多项式、曲线拟合、三次样条等。-Matlab Tutorial 1, including polynomials, curve fitting, cubic spline and so on.
Curve_fitting_of_algebra_poiynomial_and_least_squa
- 代数多项式曲线拟合与最小二乘法PDF文档-Algebraic polynomial curve fitting with least square method PDF documents
polyfitconvenient
- 利用 matlab的GUI 环境编写 多项式曲线拟合程序，及其界面，由于参数的输入是实时的、拟合过程可以实时显示，因而使用非常方便。-Using matlab GUI to prepare the environment polynomial curve fitting procedures, and its interface, as input parameters in real time, the fitting process
NIHE
- 基于VC++的曲线拟合。包括直线拟合，多项式拟合，对数拟合-the line nihe base of VC++
Project1
- 用VB编写的多项式拟合程序 Public Function funPolynomial(Num As Long, x() As Single, y() As Single, Degree As Integer, AA() As Single) As Long 多项式曲线拟合 y=a0+a1*x+a2*x^2+an*x^n Num为输入数据点个数 x()为输入数据点横坐标组成的数组 y()为输入数据点纵坐标组成
multifit
- 功能：离散试验数据点的多项式曲线拟合 调用格式：A=multifit(x,y,m) 其中：x: 试验数据点的x坐标向量 Y: 试验数据点的y坐标向量 m: 拟合多项式的次数 -Functions: discrete experimental data points, the polynomial curve fitting call format: A = multifit (x, y, m) where:
sinPolyfit
- Matlab 实现多项式曲线拟合（正弦曲线），交叉验证（十折交叉验证）-poly fit ，cross validation
案例三 多项式和非多项式曲线拟合
- MATLAB经典案例系列视频,多项式和非多项式曲线拟合(MATLAB classic case series video, polynomial and non polynomial curve fitting)
最小二乘法拟合曲线C语言代码
- 用最下二乘法多项式进行曲线拟合进而插值。(With the least two multiplicative polynomial for curve fitting, and then interpolation.)
遗传算法+数据传递机制+多项式和非多项式曲线拟合
- 多项式和非多项式曲线拟合；数据传递机制；遗传算法(Polynomial and non polynomial curve fitting and Data transfer mechanism)
多项式和非多项式曲线拟合
- 多项式拟合在matlab中可以使用ployfit函数求解多项式系数，通过ployval函数求解拟合多项式在某数据点处的值(Polynomial and Non-polynomial Curve Fitting)
PolynomialCurveFitting
- 基于python的多项式曲线拟合，本程序以1 3 5 9次为例子。(Based on the polynomial curve fitting of python, this program takes 1 3 5 9 times as an example.)