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randn('state',6); x1 = randn(2,N) y1 = ones(1,N); x2 = 5+randn(2,N); y2 = -ones(1,N); figure;

plot(x1(1,:),x1(2,:),'bx',x2(1,:),x2(2,:),'k.'); axis([-3 8 -3 8]); title('C-SVC') hold on; X1 = [x1,x2]; Y1 = [y1,y2]; X=X1'; Y=Y1';

ÆäÖÐ,XÊÇ100*2µÄ¾ØÕó,YÊÇ100*1µÄ¾ØÕó C=Inf;

ker='linear'; global p1 p2 p1=3; p2=1;

È»ºó,ÔÚmatlabÖÐÊäÈë:[nsv alpha bias] = svc(X,Y,ker,C),»Ø³µÖ®ºó,»áÏÔʾ:

Support Vector Classification _____________________________ Constructing ... Optimising ...

Execution time: 1.9 seconds Status : OPTIMAL_SOLUTION |w0|^2 : 0.418414 Margin : 3.091912 Sum alpha : 0.418414 Support Vectors : 3 (3.0%) nsv = 3 alpha = 0.0000 0.0000 0.0000 0.0000 0.0000

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ÊäÈë:predictedY = svcoutput(X,Y,X,ker,alpha,bias),»Ø³µºóµÃµ½:

predictedY = 1 1 1 1 1 1 1

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ÊäÈë:svcplot(X,Y,ker,alpha,bias),»Ø³µ

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http://www.support-vector-machines.org/SVM_soft.html

SVM - Support Vector Machines

Software

Train support vector machine classifier

http://www.mathworks.com/access/helpdesk/help/toolbox/bioinfo/ref/svmtrain.html

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Support Vector Classification

_____________________________ Constructing ... Optimising ...

??? Dimension error (arg 3 and later).

Error in ==> svc at 60

[alpha lambda how] = qp(H, c, A, b, vlb, vub, x0, neqcstr);

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