📄 lpsvmreg.m
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function [xsup,ysup,w,b,pos]=LPsvmreg(xapp,yapp,C,epsilon,lambda,kernel,kerneloption,verbose)
% USAGE
%
% [xsup,w,b,pos]=LPsvmclass(xapp,yapp,C,epsilon,lambda,kernel,kerneloption,verbose)
%
% Linear Programming SVM (see Mangasarian 1998)
%
% f(x)= sum_ w_j K(x,x_j) +b
%
% this function returns xsup, w and b
%
Napp=size(xapp,1);
%
%U=zeros(Napp,Napp+Napp+Napp+1,1); % u, v,eta, nu et b In the non linear case w has the same length as x
f=zeros(Napp+Napp+Napp+Napp+1,1);
f(1:2*Napp)=1; % penalizing u and v
f(2*Napp+1:4*Napp)=C; % penalizing eta and nu
K=svmkernel(xapp,kernel,kerneloption);
A= [-K K -eye(Napp) zeros(Napp,Napp) -1*ones(Napp,1)];
A=[A; K -K zeros(Napp,Napp) -eye(Napp) 1*ones(Napp,1)];
b=epsilon*ones(2*Napp,1) + [-yapp;yapp];
lb=[zeros(4*Napp,1);-inf];
tic
x=linprog(f,A,b,[],[],lb,[]);
w=x(1:Napp,1)- x(Napp+1 : 2*Napp,1) ;
pos=find(abs(w) > 1e-6);
xsup=xapp(pos,:);
w=w(pos);
b=x(end);
ysup=yapp(pos);
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