Bayesian Estimation Based on Rayleigh Progressive Type II Censored Data with Binomial Removals | Zendy

Reza Azimi | Zendy; Farhad Yaghmaei | Zendy

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Bayesian Estimation Based on Rayleigh Progressive Type II Censored Data with Binomial Removals

Author(s) -

Reza Azimi,

Farhad Yaghmaei

Publication year - 2013

Publication title -

journal of quality and reliability engineering

Language(s) - English

Resource type - Journals

eISSN - 2314-8047

pISSN - 2314-8055

DOI - 10.1155/2013/896807

Subject(s) - rayleigh distribution , censoring (clinical trials) , mathematics , statistics , bayes estimator , beta binomial distribution , estimator , rayleigh scattering , binomial distribution , negative binomial distribution , point estimation , probability density function , poisson distribution , physics , optics

This study considers the estimation problem for the parameter and reliability function of Rayleigh distribution under progressive type II censoring with random removals, wherethe number of units removed at each failure time has a binomial distribution. We use the maximum likelihood and Bayesian procedures to obtain the estimators of parameter and reliability function of Rayleigh distribution. We also construct the confidence intervals for the parameter of Rayleigh distribution. Monte Carlo simulation method is used to generate a progressive type II censored data with binomial removals from Rayleigh distribution, and then these data are used to compute the point and interval estimations of the parameter and compare both the methods used with different random schemes

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