代码搜索：Fitting
找到约 695 项符合「Fitting」的源代码
代码结果 695
www.eeworm.com/read/289119/8575000
m predpls.m
function[pred]=predpls(x,y,xtest,ytest,compmax,aut);
if aut==2
aut=3;
end
yor=y;
[rx,cx]=size(x); ry=size(y,1); cy=1;
if aut==0;
df=0;
else;
df=1;
end;
A=compmax;
% FITTING
if
www.eeworm.com/read/288586/8620318
m predpls.m
function[pred]=predpls(x,y,xtest,ytest,compmax,aut);
if aut==2
aut=3;
end
yor=y;
[rx,cx]=size(x); ry=size(y,1); cy=1;
if aut==0;
df=0;
else;
df=1;
end;
A=compmax;
% FITTING
if
www.eeworm.com/read/180503/9304193
m comfac.m
function [A,B,C,FIT,IT]=comfac(X,Fac,Options,DoComp,CompIt,Init);
%COMFAC Algorithm for fitting the complex-valued PARAFAC model
%
% See e.g. Rasmus Bro, N. D. Sidiropoulos, and G. B. Giannakis.
www.eeworm.com/read/178062/9420742
m predpls.m
function[pred]=predpls(x,y,xtest,ytest,compmax,aut);
if aut==2
aut=3;
end
yor=y;
[rx,cx]=size(x); ry=size(y,1); cy=1;
if aut==0;
df=0;
else;
df=1;
end;
A=compmax;
% FITTING
if
www.eeworm.com/read/424101/10492503
m predpls.m
function[pred]=predpls(x,y,xtest,ytest,compmax,aut);
if aut==2
aut=3;
end
yor=y;
[rx,cx]=size(x); ry=size(y,1); cy=1;
if aut==0;
df=0;
else;
df=1;
end;
A=compmax;
% FITTING
if
www.eeworm.com/read/421666/10713136
mod cflsq.mod
/*Curve fitting problem by Least Squares
Nigel_Galloway@operamail.com
October 1st., 2007
*/
set Sample;
param Sx {z in Sample};
param Sy {z in Sample};
var X;
var Y;
var Ex{z in Sample};
var Ey{z
www.eeworm.com/read/417673/10980750
m taylor.m
% Animation for
% 1. Polynomial fitting
% 2. First, second, and third order Taylor expansion of a curve
%
% Roger Jang, June 3, 1996
x = linspace(1, 10, 10)';
y = [10 7 5 4 3.5 3.2 2 1 2 4]';
order
www.eeworm.com/read/417673/10980783
m spring.m
% Illustration of polynomial fitting
% J.-S. Roger Jang 1993
force = [1.1; 1.9; 3.2; 4.4; 5.9; 7.4; 9.2];
leng = [1.5; 2.1; 2.5; 3.3; 4.1; 4.6; 5.0];
x = (0:0.5:11)';
coef1 = polyfit(force, leng, 1)
www.eeworm.com/read/467198/7019995
m taylor.m
% Animation for
% 1. Polynomial fitting
% 2. First, second, and third order Taylor expansion of a curve
%
% Roger Jang, June 3, 1996
x = linspace(1, 10, 10)';
y = [10 7 5 4 3.5 3.2 2 1 2 4]';
order