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Understanding the Moment Generating Functions
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Understanding the Moment Generating Functions
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SOLVED: The cumulant generating function Kx(s) of the random variable X is defined by Kx(s) = log(E(e^s)). Assuming that Kx has a convergent Taylor expansion Kx(s) = 2hn, the nth cumulant of
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Statistics - Moments #5 (Raw to Central moment conversion) - YouTube
