The Characterization of Infinite Divisibility of Compound Negative Binomial Distribution as the Sum of Exponential Distribution | Zendy

Anis Nur Afifah | Zendy; Maiyastri Maiyastri | Zendy; Dodi Devianto | Zendy

Open Access

The Characterization of Infinite Divisibility of Compound Negative Binomial Distribution as the Sum of Exponential Distribution

Author(s) -

Anis Nur Afifah,

Maiyastri Maiyastri,

Dodi Devianto

Publication year - 2021

Publication title -

sainstek jurnal sains dan teknologi

Language(s) - English

Resource type - Journals

eISSN - 2580-278X

pISSN - 2085-8019

DOI - 10.31958/js.v13i1.2529

Subject(s) - infinite divisibility , mathematics , natural exponential family , negative binomial distribution , compound poisson distribution , exponential family , exponential distribution , characteristic function (probability theory) , univariate distribution , distribution (mathematics) , exponential function , compound probability distribution , exponentially modified gaussian distribution , distribution fitting , phase type distribution , binomial distribution , log cauchy distribution , mathematical analysis , inverse chi squared distribution , statistics , probability density function , poisson distribution , poisson regression , population , demography , sociology

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