代码搜索:插值算法

找到约 10,000 项符合「插值算法」的源代码

代码结果 10,000
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三次样条插值程序演示。在SplineDemoView.cpp文件中的函数BOOL CSplineDemoView::ZSpline3()和函数double Spline3(double)是实现三次样条插值算法的核心函数。用VC6.0编译运行后,在窗口上由左至右点击鼠标左键设置一些点,然后点击鼠标右键即绘出穿过这些点的三次样条插值曲线。
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txt 说明.txt

本程序为基于十进制编码的多变量遗传算法的函数极大值问题。 --李志强 2005.5.24于国防大学
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m interp1_example.m

%interp1_example.m %用不同插值方法对一维数据进行插值,并比较其不同 x = 0:1.2:10; y = sin(x); xi = 0:0.1:10; yi_nearest = interp1(x,y,xi,'nearset'); %最邻近插值 yi_linear = interp1(x,y,xi); %默认插值方法是线性插值 yi_sp
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m e0458.m

x = 0:1; y1 = sin(x); y2=cos(x);xi = 0:.25:1; yi1 = interp1(x,y1,xi),yi2= interp1(x,y2,xi) %线性插值方法 yi1 = interp1(x,y1,xi,'nearest'),yi2= interp1(x,y2,xi,'nearest') %最邻近插值
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m e0458.m

x = 0:1; y1 = sin(x); y2=cos(x);xi = 0:.25:1; yi1 = interp1(x,y1,xi),yi2= interp1(x,y2,xi) %线性插值方法 yi1 = interp1(x,y1,xi,'nearest'),yi2= interp1(x,y2,xi,'nearest') %最邻近插值
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m e0458.m

x = 0:1; y1 = sin(x); y2=cos(x);xi = 0:.25:1; yi1 = interp1(x,y1,xi),yi2= interp1(x,y2,xi) %线性插值方法 yi1 = interp1(x,y1,xi,'nearest'),yi2= interp1(x,y2,xi,'nearest') %最邻近插值