Bayesian Prediction Intervals of Future Generalized Order Statistics under a Finite Mixture of Generalized Exponential Distributions

@inproceedings{Ateya2013BayesianPI,
  title={Bayesian Prediction Intervals of Future Generalized Order Statistics under a Finite Mixture of Generalized Exponential Distributions},
  author={Saieed F. Ateya and Mohamed M. Rizk},
  year={2013}
}
In this paper, the Bayesian prediction intervals (BPI ′s) of future generalized order statistics are obtained under a mixture of two components of generalized exponential distributions in case of one and two-sample schemes. Based on a type-II censored sample from a real data set, the BPI ′s of the remaining observations are obtained. Mathematics Subject Classification: 62F10; 62F15; 62N01; 62N02 

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References

Publications referenced by this paper.
Showing 1-10 of 34 references

Maximum likelihood estimation under a finite mixture of generalized exponential distributions based on censored data

S. F. Ateya
2012

Bayesian estimation for the exponentiated Weibull model under Type II progressive censoring

C. Kim, S. Song
Statistical Papers, • 2011

Inferences based on generalized order statistics under truncated type I generalized logistic distribution

S. F. Ateya, A. A. Ahmad
2011

On Bayesian interval prediction of future generalized order statistics using doubly censoring

A. A. Ahmad
2011

Bayesian estimation of the parameters of the generalized exponential distribution from doubly censored samples

C. Kim, S. Song
Statistical Papers, • 2010

Classical and Bayesian estimations on the generalized exponential distribution using censored data

M. Yarmohammadi
Int. Journal of Math.Analysis, 4(2010), • 2010

Combining Two Weibull Distributions Using a Mixing Parameter

Ahmad Mahir Razali, Ali A. Salih
European Journal of Scientific Research, • 2009

Abu-Shal, Recurrence relations for moment generating functions of generalized order statistics from doubly truncated continuous distributions

T.A.A.A. Ahmad
J. Prob. and Statist. Sci., • 2008

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