Title : ( A SERIES-PARALLEL STRESS-STRENGTH RELIABILITY ESTIMATION BASED ON EXPONENTIAL DISTRIBUTION )
Authors: Ali Rostami , Mohammad Khanjari Sadegh , Mohammad Khorashadizadeh ,
Full TextAbstract
In this paper we consider the estimation of reliability in a series-parallel stress-strength model when the stress and strength variables have Exponential distributions. The maximum likelihood estimation (MLE), asymptotic confidence interval (ACI) and uniformly minimum variance unbiased estimation (UMVUE) are obtained. Bayes estimation and Lindley approximation for bayes estimation of reliability under the squared error loss function are derived. Also a simulation study is performed and two real data are analyzed.
Keywords
, Stress-Strength Reliability, Maximum Likelihood Estimation, Asymptotic Confidence Interval, Uniformly Minimum Variance Unbiased Estimation, Bayes Estimation.
@inproceedings{paperid:1100357,
author = {علی رستمی and Khanjari Sadegh, Mohammad and محمد خراشادی زاده},
title = {A SERIES-PARALLEL STRESS-STRENGTH RELIABILITY ESTIMATION BASED ON EXPONENTIAL DISTRIBUTION},
booktitle = {هشتمین سمینار نظریه قابلیت اعتماد و کاربردهای آن},
year = {2022},
location = {مشهد, IRAN},
keywords = {Stress-Strength Reliability; Maximum Likelihood Estimation; Asymptotic Confidence Interval; Uniformly Minimum Variance Unbiased Estimation; Bayes Estimation.},
}
%0 Conference Proceedings
%T A SERIES-PARALLEL STRESS-STRENGTH RELIABILITY ESTIMATION BASED ON EXPONENTIAL DISTRIBUTION
%A علی رستمی
%A Khanjari Sadegh, Mohammad
%A محمد خراشادی زاده
%J هشتمین سمینار نظریه قابلیت اعتماد و کاربردهای آن
%D 2022
