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You can easily see that the numerator term is the GM and the denominator is the AM of the spectrum.
As GM<AM we can say that the maximum value of \[SFM\] can take is \[1\]. If the spectrum is completely flat, then you see that the numerator is \[1\] and also the denominator is \[1\]. Thus \[SFM\] is also one. Thus we say that the above gives the measure of the flatness of the spectrum and hence the name Spectral Flatness Measure
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