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最小二乘曲线拟合
- 用C++编写最小二乘曲线拟合函数程序-prepared least squares curve fitting procedures Function
曲线拟合
- 曲线拟合算法,JAVA编写,VJ#编译,提供交互式界面,并有多种拟合方式比较-curve fitting algorithms, Java prepared, VJ # compiler, interactive interface, and a variety of more fitting way
切比雪夫曲线拟合
- 切比雪夫曲线拟合，采用C语言编译实现，一般4，5阶曲线可实现较好的拟合效果-Chebyshev curve fitting using C language compiler achieved, the general 4,5 bands curves can be fitted to achieve better results
曲线拟合c++代码
- 曲线拟合c++代码，在学数值分析(计算方法)的同学可以参考一下-curve fitting c code, the numerical analysis study (calculated), the students can take a look
最小二乘法多次曲线拟合算法
- 最小二乘法多次曲线拟合算法-Multi-times Least squares algorithm curve fitting
最小二乘法多次曲线拟合
- 最小二乘法多次曲线拟合-least squares curve fitting time
最小二乘法曲线拟合
- 基于最小二乘原理的曲线拟合程序-A program of curve fitting based on least squares algorithm.
曲线拟和
- 数值算法 曲线拟和-curve-fitting algorithm and
用抛物线y=a+bx+cx 拟合给定数据
- 数值分析用抛物线y=a+bx+cx 拟合给定数据-numerical analysis using a parabolic y = bx cx fitting given data
实例116 多点曲线光滑拟和
- 基于离散多点的曲线拟合 把多个离散点拟合成曲线-based on discrete multiple points of curve fitting from multiple discrete points to the composite curve
最小二乘法直线拟合程序
- 此程序为vc程序源代码，而且是多项式拟合程序，具体做法是从一副图上读出离散或连续的点，拟合成直线或曲线。-procedure for vc source code, but is polynomial fitting procedures, the specific approach is a map read out discrete or continuous, straight line or be synthetic curve
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.)
最小二乘法曲线拟合
- 最小二乘拟合曲线,知道离散点后可以更好的获得其对于曲线的拟合(Least square fitting curve)
最小二乘法分段直线拟合
- 曲线拟合是图像分析中非常重要的描述符号。最常用的曲线拟合方法是最小二乘法,然而一般的最小二乘法有一定的局限性,已经有不少学者对其进行了一些改进。进一步对最小二乘法进行改进,提出一种新的分段直线拟合算法来代替多项式曲线拟合,以达到简化数学模型的建立和减少计算的目的,使其能够更好地对点序列进行拟合。(Curve fitting is a very important descr iptor in image analysis,the mos
拟合
- 多个函数的曲线拟合，里面统计有最小二乘、非线性回归(Curve fitting for multiple functions)
数据拟合
- 数据拟合：一元函数插值、样条插值、多项式插值或拟合、曲线拟合、各种边界条件的样条插值、样条拟合、二元函数插值、拉格朗日插值法(Data fitting: interpolation of unary functions, spline interpolation, polynomial interpolation or fitting, curve fitting, spline interpolation of various bou
曲线拟合
- 找出一大串数据，用一个函数进行逼近，或者拟合。使其误差尽可能小(Find a bunch of data, approximate it with a function, or fit it.Make the error as small as possible)
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)
数据拟合
- 利用MATLAB进行数据拟合，常见的数据拟合方法。包括：一元函数插值、样条插值、多项式插值或拟合 、曲线拟合、拉格朗日插值法等。(MATLAB data fitting, common data fitting methods. It includes: interpolation of unitary function, spline interpolation, polynomial interpolation or fitting
labview拟合
- labview的曲线拟合，包括线性拟合，多项式拟合，有输入有输出(Curve fitting of LabVIEW, including linear fitting, polynomial fitting, with input and output)