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2018•Unpublished venueOpen access

Parameter Estimation of Exponential Distribution

Jing Zhong Zhao, Gang Wu, Chao Zhao, Haitao Wang, Xinyu Cao, Fan Zhang

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Abstract

In this paper a new parameter estimation method is given in view of another common situation of exponential distribution (stipulate monitor time, in each monitor time observing the number of expired sample, namely do not observe exact time).The properties of this estimate is also discussed.Simulation is given to illustrate the feasibility of this method.

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What this paper is about

In this paper a new parameter estimation method is given in view of another common situation of exponential distribution (stipulate monitor time, in each monitor time observing the number of expired sample, namely do not observe exact time).The properties of this estimate is also discussed.Simulation is given to illustrate the feasibility of this method.

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Available abstract

In this paper a new parameter estimation method is given in view of another common situation of exponential distribution (stipulate monitor time, in each monitor time observing the number of expired sample, namely do not observe exact time).The properties of this estimate is also discussed.Simulation is given to illustrate the feasibility of this method.

Key concepts: Exponential distribution, Natural exponential family, Computer science, Estimation, Exponentially modified Gaussian distribution, Exponential function, Laplace distribution, Statistics

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