thresholding the maximum entropy
Maximum entropy thresholding is based on the maximization of the information measure between object and background.
let C1 and C2 two classes for the object and the background respectively; the maximum entropy measure can be calculated :
hC1(t)= - sum (pi/pC1)*log(pi/pC1) for i<=t
hC2(t)= - sum (pi/pC2)*log(pi/pC2) for i>t
pC1=sum pi i<=t and pC2=sum pi i>t
pC1+pC2=1 because the histogram is normalized
pi estimate the probability of the gray-level value "i"
pi=ni/N
where ni is the occurrence of the gray level "i" in the image.
ni is the histogram h(i)
引用格式
Fatma Gargouri (2025). thresholding the maximum entropy (https://www.mathworks.com/matlabcentral/fileexchange/35158-thresholding-the-maximum-entropy), MATLAB Central File Exchange. 检索时间: .
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