Fuzzy membership and defuzzification
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Dear all,
I know this question might be better placed at a statistics forum. Still, since I am used to code in Matlab I thought I first try it here.
I have a matrix P with N rows (objects) and C cols (classes) where each element refers to the probability, that the object n belongs to class c. Now, based on this information, I like to find out the expected value of number of objects in each class as well as its confidence intervals. The expected value m_c might be obtained by simply finding the maximum along each row such that.
B = false(size(P));
[~,ix] = max(P,[],2);
B(sub2ind(size(P),1:size(P,1),ix)) = true;
m_c = sum(B,1);
However, does anyone have an idea how I could calculate the confidence intervals of m_c? I would like to come towards a result that tells me that the expected number of objects in class c is m_c +/- x?
Help is greatly appreciated! Cheers, Anon
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