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2011•Pakistan Journal of Statistics and Operation ResearchOpen access

EXPONENTIAL DISTRIBUTION AS A STRESS-STRENGTH MODEL WITH TYPE-I CENSORED DATA FROM A BAYESIAN VIEWPOINT

Abd Allah Mohamed Abd Elfattah, M. O. Mohamed

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Abstract

In this paper, the Bayes estimate is derived for the parameters of the exponential model. The estimate is obtained using the squared error loss and LINEX loss function. The risk with the estimate of under LINEX loss function has been made. Finally, numerical study is given to illustrate the results.

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In this paper, the Bayes estimate is derived for the parameters of the exponential model. The estimate is obtained using the squared error loss and LINEX loss function. The risk with the estimate of under LINEX loss function has been made. Finally, numerical study is given to illustrate the results.

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Available abstract

In this paper, the Bayes estimate is derived for the parameters of the exponential model. The estimate is obtained using the squared error loss and LINEX loss function. The risk with the estimate of under LINEX loss function has been made. Finally, numerical study is given to illustrate the results.

Key concepts: Mathematics, Exponential function, Statistics, Exponential distribution, Bayes' theorem, Applied mathematics, Mean squared error, Bayes estimator

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