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Reliability Estimation in a Multicomponent n1Stress -n2Strength Model in the Inverse Exponential Distribution
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Ali Rostami  , Mohammad Khanjari Sadegh * , Mohammad Khorashadizadeh |
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Abstract: (590 Views) |
In this article, we consider the estimation of R{r,k}= P(X{r:n1} < Y{k:n2}), when the stress X and strength Y are two independent random variables from inverse Exponential distributions with unknown different scale parameters. R{r,k} is estimated using the maximum likelihood estimation method, and also, the asymptotic confidence interval is obtained. Simulation studies and the performance of this model for two real data sets are presented.
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Article number: 8 |
| Keywords: Reliability, stress-strength Model, Maximum Likelihood Estimation, Asymptotic Confidence Interval |
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Full-Text [PDF 185 kb]
(257 Downloads)
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Type of Study: Research |
Subject:
Reliability
Received: 2022/03/6 | Accepted: 2023/03/1 | Published: 2022/12/21
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