📄 featselreglinearl1.m
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function [RankedVariables,values]=FeatSelreglinearL1(x,y,c,epsilon,kernel,kerneloption,verbose,FeatSeloption)
% Usage
%
% [RankedVariables,values]=FeatSelregr2w2(x,y,c,epsilon,kernel,kerneloption,verbose,FeatSeloption)
%
% rank variables according to their values on r2w2 when removed
%
%
% x,y : input data
% c : penalization of misclassified examples
% kernel : kernel type
% kerneloption : kernel hyperparameters
% verbose
% FeatSeloption : structure containing FeatSeloption parameters
% Fields
%
% AlphaApprox : O for retraining 1, for approximation
% RemoveChunks : number of variable to remove (a number or 'half')
% StopChunks : remove 1 variable at a time when number of variables reaches this value
%
%
%
% alain.rakoto@insa-rouen.fr
%
%
% 26/04/2004 AR
%
%wsum=zeros(size(x,1),1);
%for T=1:20
option= optimset('Display','Off');
[Napp,Ndim]=size(x);
%
%U=zeros(Ndim+Ndim+Napp+Napp+1,1); % u, v,eta, nu et b In the non linear case w has the same length as x
f=zeros(Ndim+Ndim+Napp+Napp+1,1);
f(1:2*Ndim)=1; % penalizing u and v
f(2*Ndim+1:2*Ndim+2*Napp)=c; % penalizing eta and nu
A= [-x x -eye(Napp) zeros(Napp,Napp) -1*ones(Napp,1)];
A=[A; x -x zeros(Napp,Napp) -eye(Napp) 1*ones(Napp,1)];
b=epsilon*ones(2*Napp,1) + [-y;y];
lb=[zeros(2*Ndim+ 2*Napp,1);-inf];
tic
x=linprog(f,A,b,[],[],lb,[],[],option);
w=(x(1:Ndim,1)- x(Ndim+1 : 2*Ndim,1))' ;
[ind,RankedVariables]=(sort(abs(w)));
values=w(RankedVariables);
RankedVariables=fliplr(RankedVariables);
values=fliplr(values);
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