搜索资源列表
LeastSquare
- 用C写的可以实现求解满秩线性方程组以及最小二乘曲线拟合的函数-written in C can be achieved full rank solving linear equations and least-squares curve fitting the function
FittingApproximationliuying
- 拟合与逼近头文件, 最小二乘曲线拟合。-fitting with the first approximation documents, least squares curve fitting.
fitnorm
- 对任意基本函数组合进行最小二乘曲线拟合的源程序。-basic function of arbitrary combinations least squares curve fitting of the source.
曲线拟合
- (1)利用多项式拟合的两个模块程序求解下题: 给出 x、y的观测值列表如下: x 0 1 2 3 4 5 y 2.08 7.68 13.8 27.1 40.8 61.2 试利用二次多项式y=a0+a1x+a2x2进行曲线拟合。 (1)多项式拟合方法:假设我们收集到两个相关变量x、y的n对观测值列表: x x0 x1 x2 x3 x4 x5 y y0 y1 y2 y3 y4 y5 我
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.
二次曲线拟合---最小二乘法
- 最小二乘法拟合,其中应用了列主元高斯消去法处理矩阵
NH2.rar
- 最小二乘法曲线拟合的程序。根据试验采集的10-100个采样点,利用最小二乘思想,可以拟合出N次的曲线。具体阶次自己设定。,Least squares curve fitting procedures. 10-100 in accordance with test samples collected, the use of least squares of thought, can be fitted curve N times. Specific order set.
Moving-Least-Squares-Methods
- 移动最小二乘曲线拟合原理,论文中分析了一维和二维的例子,并且同最小二乘法进行比较。-Moving least squares curve fitting principle, the paper analyzes the one-dimensional and two-dimensional case, and compared with the least squares method.
MovingLeast-SquaresMLS
- 建立了一种基于移动最小二乘(Moving Least-Squares MLS)法的曲线曲 面拟合方法 这种方法对传统的最小二乘(LS)法的作了比较大的改进 使生成的曲线曲面具 有精度高 光滑性好等许多优点 详细介绍了移动最小二乘法的原理 应用和特点 并且给 出了使用移动最小二乘法进行曲线曲面拟合的程序设计流程 最后给出了曲线拟合和空间散 乱数据曲面拟合算例 将拟合结果与最小二乘拟合结果作了比较 分析了 MLS 拟合曲线曲 面的光滑性和拟合质量 表明了该方法的优越性和有效性-W
FitCurve
- vc++实现数值拟合与逼近计算方法
aaaa
- 简单的最小二乘曲线拟合方法,供图形图像绘制参考使用。-Simple least-squares curve fitting method for graphics image rendering their use and reference.
curvefitting
- 最小二乘法的曲线拟合检测圆软件,只需点击三个点就可以吧圆拟合出来。-Least squares method of curve fitting software Detect circle, simply click on the three-point circle fitting can let out.
fit
- 数值拟合与逼近 hpirl 最小二乘曲线拟合 hchir 切比雪夫曲线拟合 hremz 最佳一致逼近的里米兹方法 hpir2 矩形域的最小二乘曲面拟合-Hpirl numerical approximation least-squares fitting and curve fitting hchir Chebyshev curve fitting hremz best uniform approximation method hpir2 meads in the rectang
zuixiaoercheng
- 最小二乘曲线拟合,显示源数据折线图,然后采用一个一元三次方程拟合曲线,生成曲线图-least-squares method to calculate the formula
CH8
- 8.1 最小二乘曲线拟合hpir1.c 8.2 切比雪夫曲线拟合hchir.c 8.3 最佳一致逼近的里米兹法hremz.c 8.4 矩形域的最小二乘曲面拟合hpir2.c-8.1 Least-squares curve-fitting hpir1.c 8.2 Chebyshev curve fitting the best uniform approximation hchir.c 8.3 years Meeds law hremz.c 8.4 rectangular domain
PARAMETER
- 根据试试数据 对变压器技术参数进行校核 利用的是最小二乘曲线拟合的方法-According to the data to try check technical parameters of the transformer is the least squares curve fitting using the method
data_nihe
- 曲线拟合的最小二乘法要解决的问题,实际上就是求以下超定方程组的最小二乘解的问题。-Least squares curve fitting to solve the problem, in fact, find the following overdetermined least squares solution for the problem group.
several-important-vb-least-squares
- 最小二乘法 实现曲线拟合,然后用c++画出曲线图像-Least squares and curve fitting, and then draw the curve with c++ images
circuit
- 基于最小二乘曲线拟合的信号调理电路误差补偿方法-Curve fitting based on least squares error compensation signal conditioning circuit
最小二乘
- 最小二乘法(又称最小平方法)是一种数学优化技术。它通过最小化误差的平方和寻找数据的最佳函数匹配。利用最小二乘法可以简便地求得未知的数据,并使得这些求得的数据与实际数据之间误差的平方和为最小。最小二乘法还可用于曲线拟合。其他一些优化问题也可通过最小化能量或最大化熵用最小二乘法来表达(The least square method, also known as the least square method, is a mathematical optimization technology. It