搜索资源列表
Legendre
- Legendre正交多项式拟合,可对任意曲线进行拟合-Legendre polynomial fitting, right arbitrary curve fitting
g_fitting
- 使用正交多项式完成数据拟合。程序对读入的gps采样点完成曲线拟合。
2
- 用离散正交多项式求三次拟合多项式[MATLAB版本]，希望对大家有帮助
shemit
- 线性拟合和二次拟合函数 pdg正交多项式作最小二乘拟合
duoxiangshi
- 基于最小二乘原理的正交多项式拟PDF格式
orthrecurs
- 用递推法产生正交多项式系，即求alpha[j+1]、beta[j] 入口参数：m是数据点数，n是拟合的最高阶数， float x[],float y[]是对应纵横坐标，出口参数：a[] 是最小二乘拟合参数，alpha[]、beta[]是递推系数
正交多项式
- 基于最小二乘原理的正交多项式拟和输入原始数据及拟和次数即可输出最终拟和表达式系数-based on the principle of least squares orthogonal polynomials and to the importation of the raw data and can be exported and the number of proposed and final expression coefficie
正交多项式
- 基于最小二乘原理的正交多项式拟和输入原始数据及拟和次数即可输出最终拟和表达式系数-based on the principle of least squares orthogonal polynomials and to the importation of the raw data and can be exported and the number of proposed and final expression coefficie
Legendre
- Legendre正交多项式拟合,可对任意曲线进行拟合-Legendre polynomial fitting, right arbitrary curve fitting
g_fitting
- 使用正交多项式完成数据拟合。程序对读入的gps采样点完成曲线拟合。
2
- 用离散正交多项式求三次拟合多项式[MATLAB版本]，希望对大家有帮助-Discrete orthogonal polynomials for three polynomial fitting [MATLAB version], in the hope that everyone has to help
shemit
- 线性拟合和二次拟合函数 pdg正交多项式作最小二乘拟合
duoxiangshi
- 基于最小二乘原理的正交多项式拟PDF格式-Based on the principle of least squares orthogonal polynomials to PDF format
orthrecurs
- 用递推法产生正交多项式系，即求alpha[j+1]、beta[j] 入口参数：m是数据点数，n是拟合的最高阶数， float x[],float y[]是对应纵横坐标，出口参数：a[] 是最小二乘拟合参数，alpha[]、beta[]是递推系数-With recursive orthogonal polynomials law department, that is seeking alpha [j+ 1], beta [j] the
numerical_analysis_classic
- 数值分析中最常用的14个程序： 01_N皇后问题 01_循环赛程表 02_分段线性插值 02_牛顿插值法 03_构造正交多项式 03_最佳一致逼近多项式 04_简单迭代法求方程根[1+1；x] 04_简单迭代法求方程根[sqrt(x+1)] 05_复化梯形公式求积 06_尤拉公式解初值问题 08_高斯消去法解方程组 09_连分式法求积 10_迭代法解线性方程组 10_雅可比方
make_QR_multinomial_new
- 数值分析中的构造正交多项式问题，程序中含插值点输入界面。-Numerical analysis of the structure of orthogonal polynomials the problem, the program contains interpolation point input interface.
Leastsquaremethod
- 基于非等距节点的正交多项式的最小二乘法拟合算法之程序实现-Nodes based on non-isometric orthogonal polynomial least squares fitting algorithm of the program
ZJZXEC
- 在matlab中编程实现的正交多项式最小二乘拟合函数,调用格式：a=zjzxec(x,y,m)-In the matlab programming in the orthogonal polynomial least squares fitting function, call format: a = zjzxec (x, y, m)
a-new-Least-squares-fitting-method
- 本程序是基于非等距节点的正交多项式的最小二乘法拟合算法，该算法已经在vc++6.0下调试通过，经多次验证，本算法的拟合误差较小。-This procedure is based on equidistant nodes of non-orthogonal polynomial least squares fit algorithm, which has been in vc++6.0 through debugging, after r
正交多项式最小二乘拟合
- 计算给定点列的曲线拟合最小二乘法得到的函数(The function of least square method for curve fitting of fixed point column)