Zeta taqsimoti

{\zeta(s)}</math>|

 mean       =${\frac {\zeta (s-1)}{\zeta (s)}}~{\textrm {for}}~s>2$|
 median     =|
 mode       =$1\,$|
 variance   =${\frac {\zeta (s)\zeta (s-2)-\zeta (s-1)^{2}}{\zeta (s)^{2}}}~{\textrm {for}}~s>3$|
 skewness   =|
 kurtosis   =|
 entropy    =<math>\sum_{k=1}^\infty\frac{\log (k^s \zeta(s))}{k^s\zeta(s)}.

Havolalar

• Gut, Allan (January 2006). "Some remarks on the Riemann zeta distribution". Revue Roumaine Mathematiques Pures Appliquees 51.  Gut «Rimanning zeta taqsimoti» deb ataydigan taqsimot aslida −log X ning ehtimollik taqsimotidir. Bu yerda X — ushbu maqolada zeta taqsimot deb atalgan taqsimotga ega tasodifiy miqdor.
• Weisstein, Eric W. „Zipf Distribution“. MathWorld.