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Computes the variance of the ZipfPolylog distribution for given values of \(\alpha\) and \(\beta\).
zipfpoylogVariance(alpha, beta, tolerance = 10^(-4))
Value of the \(\alpha\) parameter (\(\alpha > 3\)).
Value of the \(\beta\) parameter (\(\beta \in (-\infty, +\infty)\)).
Tolerance used in the calculations. (default = \(10^{-4}\))
A positive real value corresponding to the variance of the distribution.
The variance of the distribution only exists for \(\alpha\) strictly greater than 3.
zipfpolylogMoments, zipfpolylogMean.
zipfpolylogMoments
zipfpolylogMean
# NOT RUN { zipfpoylogVariance(0.5, 0.75) # }
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