[1] E. K. Al-Hussaini and M. Hussein, Estimation using censored data from exponentiated
Burr type XII population, American Open Journal of Statistics, 1 (2011), 33-45.
[2] D. K. Al-Mutairi, M. E. Ghitany, and D.Kundu, Inferences on stress-strength reliability
from Lindley distributions, Communications in Statistics-Theory and Methods, 42(8) (2013),
1443-1463.
[3] A. Asgharzadeh, M. Kazemi, and D. Kundu, Estimation of P(X > Y ) for Weibull distribution based on hybrid censored samples, International Journal of System Assurance Engineering and Management, 8(1) (2015), 489-498.
[4] X. Bai, Y. Shi, Y. Liu, and B. Liu, Reliability estimation of multicomponent stress-strength
model based on copula function under progressively hybrid censoring, Journal of Computational and Applied Mathematics, 344 (2018), 100-114.
[5] Z. W. Birnbaum, On a use of the MannWhitney statistic, In Proceedings of the Third
Berkeley Symposium on Mathematical Statistics and Probability, (1 (1956), 13-17), Berkeley,
CA, USA: University of California Press.
[6] S. Dey and F. A. Moala, Estimation of reliability of multicomponent stress-strength of
a bathtub shape or increasing failure rate function, International Journal of Quality and
Reliability Management, 36(2) (2019), 122-136.
[7] S. Dey, J. Mazucheli and M. Z. Anis, Estimation of reliability of multicomponent
stressstrength for a Kumaraswamy distribution, Communications in Statistics-Theory and
Methods, 46(4) (2017) 1560-1572.
[8] F. Domma, and S. Giordano, A stressstrength model with dependent variables to measure
household financial fragility, Statistical Methods and Applications, 21(3) (2012), 375-389.
[9] B. Efron, The jackknife, the bootstrap and other resampling plans, Society for industrial
and applied mathematics (1982).
[10] N. L. Johnson, S. Kotz, and N. Balakrishnan, Continuous Univariate Distribution, Vol.
1, John Wiley & Sons, New York, 1994.
[11] T. Kayal, Y. M. Tripathi, S. Dey, and S. J. Wu, On estimating the reliability in a multicomponent stress-strength model based on Chen distribution, Communications in StatisticsTheory and Methods, 49(10) (2020), 2429-2447.
[12] F. Kzlaslan and M. Nadar, Estimation of reliability in a multicomponent stressstrength
model based on a bivariate Kumaraswamy distribution, Statistical Papers, 59(1) (2016), 1-34.
[13] D. Kundu, and M. Z. Raqab, Estimation of R = P[Y < X] for three-parameter generalized
Rayleigh distribution, Journal of Statistical Computation and Simulation, 85(4) (2015), 725-
739.
[14] B. Liu, Y. Shi, H. K. T. Ng and X. Shang, Nonparametric Bayesian reliability analysis of
masked data with dependent competing risks, Reliability Engineering & System Safety, 210
(2021), 107502.
[15] A. M. Mansour, A. E. R. Nada, and A. H. Mehana, Effect of noise variance estimation
on channel quality indicator in LTE systems, In 2015 IEEE Global Conference on Signal and
Information Processing (GlobalSIP) (2015, December) (pp. 156-160). IEEE.
[16] C. A. McGilchrist and C. W. Aisbett, Regression with frailty in survival analysis, Biometrics, 47(2) (1991), 461-466.
[17] M. Nadar and F. Kzlaslan, Estimation of reliability in a multicomponent stressstrength
model based on a MarshallOlkin bivariate Weibull distribution, IEEE Transactions on Information Theory, 65(1) (2015), 370-380.
[18] S. Nadarajah, Reliability for some bivariate gamma distributions, Mathematical Problems
in Engineering, 2005(2), (2005) 151-163.
[19] P. Nasiri, Estimation of R = P(Y < X) for two-parameter exponential distribution, Australian Journal of Basic and Applied Sciences, 5(12) (2011), 414-20.
[20] J. Navarro and F. Durante, opula-based representations for the reliability of the residual
lifetimes of coherent systems with dependent components, Journal of Multivariate Analysis,
158 (2017), 87-102.
[21] B. Nelsen, An Introduction to Copulas, second ed. Springer Science & Business Media,
(2006), New York.
[22] G. S. Rao, Estimation of reliability in multicomponent stressstrength based on generalized
exponential distribution, Journal of Statistical Theory and Applications, 9(1) (2013), 1935.
[23] G. S. Rao, M. Aslam and O. H. Arif, Estimation of reliability in multicomponent
stressstrength based on two parameter exponentiated Weibull distribution, Communications
in Statistics-Theory and Methods, 46(15) (2016), 74957502.
[24] G. S. Rao, M. Aslam and D. Kundu, Burr-XII distribution parametric estimation and estimation of reliability of multicomponent stressstrength, Communications in Statistics-Theory
and Methods, 44(23) (2015), 49534961.
[25] A. Sklar, Functions de repartition a n dimensions et leurs marges, In Annales de l’ISUP
8(3) (1959), pp. 229231.
[26] Y. H. Wei and S. Y. Zhang, Copulas theory and its application in financial analysis, Beijing,
Tsinghua University Press (2008).
[27] A. Wong, Interval estimation of P(Y < X) for generalized Pareto distribution, Journal of
Statistical Planning and Inference, 142(2) (2012), 601607.