ModLSD_Mean function

Computes the mean of the modified logarithmic series distribution

Computes the mean of the modified logarithmic series distribution

ModLSD_Mean(delta, p)

Arguments

  • delta: parameter δ\delta of the modified logarithmic series distribution
  • p: parameter of the modified logarithmic series distribution

Returns

Mean of the modified logarithmic series distribution

Details

A random variable XX has modified logarithmic series distribution with parameters 0δ<10 \le \delta <1 and 0<p<10<p<1 if P(X=0)=(1δ)P(X=0)=(1-\delta) and

P(X=x)=(1δ)(1)/(log(1p))px/x,\mboxforx=1,2,. P(X=x)=(1-\delta)(-1)/(\log(1-p))p^x/x,\mbox{ for } x=1,2,\dots.
  • Maintainer: Almut E. D. Veraart
  • License: GPL-3
  • Last published: 2021-02-22

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