: the random variable X is distributed as the random variable Y
the distribution in the title is identical with this distribution
the distribution in title is a special case of this distribution
this distribution is a special case of the distribution in the title
this distribution converges to the distribution in the title
the distribution in the title converges to this distribution
Relationship
Distribution
When
generalized power series family
displaced Kapur-hypergeometric family
Kemp-Dacey-hypergeometric family (II/20)
References
Ababuks, A. (1976). An invariance property of the Poisson distributions for a limited immigrant population. J. of the Royal Statistical Society B 38, 99-101
Wimmer, G., Altmann. (1999). Thesaurus of univariate discrete probability distributions. Stamm; 1. ed (1999), pg 1
: the random variable X is distributed as the random variable Y
the distribution in the title is identical with this distribution
the distribution in title is a special case of this distribution
this distribution is a special case of the distribution in the title
this distribution converges to the distribution in the title
the distribution in the title converges to this distribution
Relationship
Distribution
When
generalized power series family
displaced Kapur-hypergeometric family
Kemp-Dacey-hypergeometric family (II/20)
References
Ababuks, A. (1976). An invariance property of the Poisson distributions for a limited immigrant population. J. of the Royal Statistical Society B 38, 99-101
Wimmer, G., Altmann. (1999). Thesaurus of univariate discrete probability distributions. Stamm; 1. ed (1999), pg 1