2006Application of Statistics and ManagementRequires access

Exponential Difference Distribution of Continne Random Variable

Yong Ding

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Abstract

A continuous probability distribution named as exponential difference distribution is presented in this paper,extreme value,inflection point,mathematical expectation and variance are dioscussed for this distribution,momtne estimation method is used to estimate parameters in this distribution,relationship between this distribution and geometric distribution is researched,and application of this distribution in pharmacokinetics is given.

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What this paper is about

A continuous probability distribution named as exponential difference distribution is presented in this paper,extreme value,inflection point,mathematical expectation and variance are dioscussed for this distribution,momtne estimation method is used to estimate parameters in this distribution,relationship between this distribution and geometric distribution is researched,and application of this distribution in pharmacokinetics is given.

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Available abstract

A continuous probability distribution named as exponential difference distribution is presented in this paper,extreme value,inflection point,mathematical expectation and variance are dioscussed for this distribution,momtne estimation method is used to estimate parameters in this distribution,relationship between this distribution and geometric distribution is researched,and application of this distribution in pharmacokinetics is given.

Key concepts: Inverse-chi-squared distribution, Mathematics, Exponential distribution, Geometric distribution, Distribution fitting, Probability integral transform, Univariate distribution, Log-Cauchy distribution

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