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  1. Home
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Browsing by Author "Devianto, Dodi"

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    RARE EVENT MODEL SIMULATION FOR HEAVY TAILED DISTRIBUTION
    (2012-11-09) Devianto, Dodi
    It is shown that the sum of rare event random variable X„j generated from generalization of negative binomial distribution in the scheme of infinitesimal system of ^ = {{^„y}y=i2 n) converges to a kind of stable distribution with skewed property and heavy tailed. The sum of random variables X„j show a good s h ^ to figure out a rare event phenomenon where most of fail events have high probability concentrated around random variables zero, and the remainders (success events) have veiy low probability to appear.
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    Sifat-sifat Fungsi Karakteristik dari Sebaran Geometrik
    (2018-02-19) Devianto, Dodi
    Fungsi karakteristik dari suatu sebaran dapat ditentukan melalui definisi (t)  E[exp (itX)] dimana i adalah unit imajiner, t adalah bilangan real dan X peubah acaknya. Fungsi karakteristik dari sebaran geometrik dapat diperoleh yaitu (t)  (1 p) (1 pexp[it]) dimana 0  p 1. Sifat-sifat yang diformulasikan untuk fungsi karakteristik dari sebaran geometrik dalam tulisan ini dikarakterisasi melalui proposisi yang menjelaskan eksistensi, kekontinuan seragam dan keterbagian tak hingganya

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