Why Accuracy is zero
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function [result] = multisvm(TrainingSet,Group_Train1,TestSet,Group_Test1)
%Models a given training set with a corresponding group vector and
%classifies a given test set using an SVM classifier according to a
%one vs. all relation.
%
%This code was written by Cody Neuburger cneuburg@fau.edu
%Florida Atlantic University, Florida USA...
%This code was adapted and cleaned from Anand Mishra's multisvm function
%found at http://www.mathworks.com/matlabcentral/fileexchange/33170-multi-class-support-vector-machine/
%GroupTrain=GroupTrain';
u=unique(Group_Train1);
numClasses=length(u);
%TestSet=TestSet';
%TrainingSet=TrainingSet';
result = categorical.empty();
%build models
models = cell(numClasses,1);
for k=1:numClasses
%Vectorized statement that binarizes Group
%where 1 is the current class and 0 is all other classes
G1vAll=(Group_Train1==u(k));
%models{k} = fitcsvm(TrainingSet,G1vAll);
models{k} = fitcsvm(TrainingSet,G1vAll,'KernelFunction','polynomial','polynomialorder',3,'Solver','ISDA','Verbose',0,'Standardize',true);
if ~models{k}.ConvergenceInfo.Converged
fprintf('Training did not converge for class "%s"\n', string(u(k)));
end
end
%classify test cases
for t=1:size(TestSet,1)
matched = false;
for M=1:numClasses
if(predict(models{M},TestSet(t,: )))
matched = true;
break;
end
end
if matched
result(t,1) = u(M);
else
result(t,1) = 'No Match';
end
%--------------------------------
end
Accuracy = mean(Group_Test1==result) * 100;
fprintf('Accuracy = %.2f\n', Accuracy);
fprintf('error rate = %.2f\n ', mean(result ~= Group_Test1 ) * 100);
end
Accuracy = 0.00
error rate = 100.00
4 Comments
sun rise
on 12 Oct 2021
sun rise
on 13 Oct 2021
Walter Roberson
on 13 Oct 2021
Temporary work around: change
for M = 1:numClasses
if(predict(models{M},TestSet(t,: )))
matched = true;
break;
end
end
to
for M = numClasses:-1:1
if(predict(models{M},TestSet(t,: )))
matched = true;
break;
end
end
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