Wilson-Hilferty transformation: Show that the (r) th cumulant of the exponential distribution is (kappa_{r}=kappa_{1}(r-1)) !, and hence
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Wilson-Hilferty transformation: Show that the \(r\) th cumulant of the exponential distribution is \(\kappa_{r}=\kappa_{1}(r-1)\) !, and hence that \(Y^{1 / 3}\) is approximately symmetrically distributed.
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