[1] J. C. Ahuja and S. W. Nash, The generalized Gompertz-Verhulst
family of distributions, Sankhya 29 (1967), 141-161.
[2] G. R. Aryal and C. P. Tsokos, Transmuted Weibull distribution: A
generalization of the Weibull probability distribution, European
Journal of Pure and Applied Mathematics 4(2) (2011), 89-102.
[3] A. Asgharzadeh, S. H. Bakouch, S. Nadarajah and L. Esmaeili, A new
family of compound lifetime distributions, Kybernetika 50(1) (2014),
142-169.
[4] H. S. Bakouch, B. M. Al-Zahrani, A. A. Al-Shomrani, V. A. A.
Marchi and F. Louzada, An extended Lindley distribution, J. Korean
Stat. Soc. 41(1) (2012), 75-85.
[5] R. E. Barlow and F. Proschan, Statistical Theory or Reliability
and Life Testing: Probability Models, Tobe with, (1981).
[6] H. W. Block and T. H. Savits, Burn-in, Statistical Science 12(1)
(1997), 1-19.
[7] D. S. Chang, Optimal burn-in decision for products with a
unimodal failure rate function, European Journal of Operational
Research 126(3) (2000), 534-540.
[8] R. C. H. Cheng and N. A. K. Amin, Estimating parameters in
continuous univariate distributions with a shifted origin, Journal of
the Royal Statistical Society, Series B (Methodological) (1983),
394-403.
[9] I. Elbatal, Exponentiated modified Weibull distribution, Economic
Quality Control 26(2) (2011), 189-200.
[10] M. E. Ghitany, D. K. Al-Mutairi, N. Balakrishnan and L. J.
Al-Enezi, Power Lindley distribution and associated inference, Comput.
Stat. Data Anal. 64 (2013), 20-33.
[11] M. E. Ghitany, B. Atieh and S. Nadarajah, Lindley distribution
and its application, Math. Comput. Simulat. 78 (2008), 493-506.
[12] M. E. Ghitany, F. Al-Qallaf, D. K. Al-Mutairi and H. A. Hussain,
A two parameter weighted Lindley distribution and its applications to
survival data, Math. Comput. Simulat. 81(6) (2011), 1190-1201.
[13] M. Greenwich, A unimodal hazard rate function and its failure
distribution, Statistical Papers 33(1) (1992), 187-202.
[14] P. L. Gupta and R. C. Gupta, On the moments of residual life in
reliability and some characterization results, Communications in
Statistics-Theory and Methods 12 (1983) 449-461.
[15] R. D. Gupta and D. Kundu, Generalized exponential distributions,
Australian & New Zealand Journal of Statistics 41(2) (1999),
173-188.
[16] R. Jiang, P. Ji and X. Xiao, Ageing property of unimodal failure
rate models, Reliability Engineering & System Safety 79(1) (2003),
113-116.
[17] M. S. Khan and R. King, Transmuted modified Weibull distribution:
A generalization of the modified Weibull probability distribution,
European Journal of Pure and Applied Mathematics 6(1) (2013),
66-88.
[18] D. V. Lindley, Fiducial distributions and Bayes theorem, Journal
of the Royal Statistical Society 20(1) (1958), 102-107.
[19] M. M. Mansour, M. A. Enayat, S. M. Hamed and M. S. Mohamed, A new
transmuted additive Weibull distribution based on a new method for
adding a parameter to a family of distributions, Accepted for JAMS.
[20] F. Merovci, Transmuted Lindley distribution, Int. J. Open
Problems Compt. Math. 6(2) (2013), 63-72.
[21] F. Merovci, Transmuted generalized Rayleigh distribution, Journal
of Statistics Applications and Probability 3(1) (2014), 9-20.
[22] F. Merovci and I. Elbatal, Transmuted Lindely-Geometric
Distribution and its Application, J. Stat. Appl. Pro. 3(1) (2014),
77-91.
[23] G. S. Mudholkar and D. K. Srivastava, Exponentiated Weibull
family for analyzing bathtub failure-rate data, IEEE Transactions on
Reliability 42(2) (1993), 299-302.
[24] G. S. Mudholkar, D. K. Srivastava and M. Freimer, The
exponentiated Weibull family: A reanalysis of the bus-motor-failure
data, Technometrics 37(4) (1995), 436-445.
[25] S. Nadarajah, H. S. Bakouch and R. A. Tahmasbi, Generalized
Lindley distribution, Sankhya B 73 (2011), 331-359.
[26] B. Oluyede and T. Yang, A new class of generalized Lindley
distributions with applications, J. Stat. Comput. Simulat. (2014).
http://dx.doi.org/10.1080/00949655.2014.917308
[27] A. M. Sarhan and M. Zaindin, Modified Weibull distribution,
Applied Sciences 11(1) (2009), 123-136.
[28] W. T. Shaw and I. R. Buckley, The alchemy of probability
distributions: Beyond Gram-Charlier expansions and a
skew-kurtotic-normal distribution from a rank transmutation map,
(2009).
arXivpreprint arXiv:0901.0434
[29] R. C. Team, R: A Language and Environment for Statistical
Computing. R Foundation for Statistical Computing, Vienna, Austria,
ISBN 3-900051-07-0, (2012).
[30] M. Xie and C. D. Lai, Stochastic Ageing and Dependence for
Reliability, Springer, New York, 2006.
[31] T. Zhang, M. Xie, L. C. Tang and S. H. Ng, Reliability and
modeling of systems integrated with firmware and hardware,
International Journal of Reliability, Quality and Safety Engineering
12(03) (2005), 227-239.