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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m insert_value.m

function y=insert_value(x,ratio) %两路信号进行插值 y=zeros(1,ratio*length(x)); a=1:ratio:length(y); y(a)=x;
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m newton.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%% 计算方法实验 %%% %%% ---Newon插值与三次样条插值 %%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% clc %清除命令窗的指令 clear
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m lagrangen.m

%1.此程序为n个节点及函数值的n-1次Lagrange插值多项式求x处的近似值程序 %2.lagrange insert %3.x0为n维插值节点向量,y0为n维被插函数值向量 %4.x为插值点(也可以是m维向量) %5.y为插值点x处的函数值(近似值,也可以是与x同维的向量) function y=lagrangen(x0,y0,x) n=length(x0); %m=len
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cpp lagrange.cpp

#include #include #include float lagrange(int n,float *x,float *y,float X); //声明拉格朗日插值函数 int main() { int i; int t; float x[20]; //最多20组成
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bas inedlagrnmainmodule.bas

Attribute VB_Name = "MainModule" Sub Main() Dim t As Double, z As Double, x0 As Double, h As Double, y(10) As Double Dim s As String ' 第一个结点 x0 = 0.1 ' 步长
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m spline.m

% ------------------------------------------------------------------------- % ---------------------------三次样条插值算法------------------------------- % 函数 SX=Spline(matrix) % 功能: 通过插值节点得到(n-1)个段上的三次样条插值
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m nalagr.m

function yy=nalagr(x,y,xx) %用途: Lagrange插值法数值求解 %格式: yy=nalagr(x,y,xx) x是节点向量,y是节点上的函数插值,xx是插值点 % (可以是多个),yy返回插值 m=length(x);n=length(y); if m~=n, error('x!=y');end s=0; for i=1:n t=ones(1
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bas inedlagrnmainmodule.bas

Attribute VB_Name = "MainModule" Sub Main() Dim t As Double, z As Double, x0 As Double, h As Double, y(10) As Double Dim s As String ' 第一个结点 x0 = 0.1 ' 步长
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m lagrange.m

%Matlab中没有现成的Lagrange插值函数,必须编写一个M文件实现Lagrange插值。 %设n个节点数据以数组x0,y0 输入(注意Matlat的数组下标从1开始),m 个插值点以数组 x输入,输出数组y 为 m个插值。编写一个名为lagrange.m的M文件: function y=lagrange(x0,y0,x); n=length(x0);m=length(x); for
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÷

Attribute VB_Name = "modCall" '曲线_插值 '检验插值结果的备用模块,使用时需要设定为启动模块 Option Explicit Sub Main() Dim X(1 To 10) As Double, Y(1 To 10) As Double Dim F As Double, T As Double, C As Double C