References
1. A. H. Khan; T. R. Jan; Reliability Evaluation of Engineering System Using Modified Weibull Distribution,
Research Journal of Mathematical and Statistical Sciences, 31-8 (2015).
Maryam Mohiuddin and R. Kannan
2. A. I. Shawky;Y. H. Abdelkader;M. I. Al-Ohally; Reliability Equivalence Factors in Exponentiated Exponential Distribution, Wulfenia Journal, 20(3) 75-85(2013).
3. A. M. Sarhan; A. S. Al-Ruzaiza; I.A. El-Gohary; Reliability Equivalence of a Series-Parallel System, Journal of Applied Mathematics and Computation, 154 257-277 (2004).
4. A. M. Sarhan; L. Tadj; A. Al-khedhairi; A. Mustafa; Reliability Equivalence Factor of Parallel-Series System, Journal of Applied Sciences, 10 219-231 (2008).
5. A. M. Sarhan; Reliability Equivalence Factors of a General Series-Parallel System, Reliability Engineering and System Safety, 942 29-236 (2009).
6. A. M. Sarhan; Reliability Equivalence Factors of a Parallel System, Reliability Engineering and System Safety, 87 405-411 (2005).
7. A. M. Sarhan; Reliability Equivalence with a Basic Series-Parallel System, Applied Mathematics and Computation, 13 215-133 (2002).
8. A. Mahdavi; D. Kundu; A New Method for Generating Distributions with an Application to Exponential Distribution, Communication in Statistical Theory and Methods, 46(13) 6543-6557 (2017).
9. A. Mustafa; A. A. El-Faheem; Reliability Equivalence Factors of a General Parallel System with Mixture of Lifetimes, Applied Mathematical Sciences, 6(76)3769-3784 (2012).
10. A.M.Sarhan;Reliability Equivalence of Independent and Non-identical Components Series Systems, Reliability Engineering and System Safety, 67(3) 293-300(2000).
and Computer Science, 4(18) 2618-2629 (2014).
11. E. E. Lewis; Introduction to Reliability Engineering, John Wiley and Sons, Inc., New York, 2nd ed., (1996).
12. G. Ezzati; A. Rasouli; Evaluating System Reliability Using Linear-Exponential Distribution Function, International Journal of Advanced Statistics Probability, 315-24 (2015).
13. H. S. Migdadi; M. S. Al-Batah; Testing Reliability Equivalence Factors of a Series-
14. H. S. Migdadi; Mohammad H. Almomani; M. O. Abu-Shawiesh; Omer Meqdadi; Reliability Performance of Improved General Series-Parallel Systems in the Generalized Exponential Lifetime,
International Journal of Performability Engineering, 15(6) 1734-1743 (2019).
15. L. Rade; Reliability Equivalence Factors of Series System, Microelectronics and Reliability, 33(3) 323-325
(1993a).
16. L. Rade; Reliability Equivalence, Studies in Statistical Quality Control and Reliability, Mathematical
Statistics, Chalmers University of Technology, (1989-91).
17. L. Rade; Reliability Survival Equivalence, Microelectronics and Reliability, 33(6) 881-894 (1993b).
18. L. Rade; Reliability Systems of 3-state Components, Studies in Statistical Quality Control and Reliability,
Mathematical Statistics, Chalmers University of Technology, (1991-93).
19. M. A. El-Damcese; M. M. Khalifa; Reliability Equivalence Factors of a Series-Parallel Systems in Weibull
distribution, International Journal of Reliability and Applications, 9(2) 153-165 (2009).
20. M. A. El-Damcese; Reliability Equivalence factor Analysis of Parallel-Series System Subject to
Degradation Facility, 3(3) 160-164 (2015).
21. M. Abdelfattah; A. A. El-Faheem; Reliability Equivalence Factors of a System with Mixture of n
Independent and Non-Identical Lifetimes with Delay Time, Journal of the Egyptian Mathematical Society,
2296–101 (2014).
22. M. Maryam; R. Kannan; Characterization and Estimation of Alpha Power Sujatha Distribution with
Application to Engineering Data, International Research Journal of Engineering and Technology, 9(3)
1321-1332 (2022).
23. M. Maryam; R. Kannan; Improving the Reliability of System by Standby Redundancy method,
International Journal of Scientific Research in Mathematical and Statistical Sciences, 8(1) 76-82 (2021).
24. M. Maryam;R. Kannan; Reliability of General System Using OM Distribution Function, International
Journal of Scientific Research in Mathematical and Statistical Sciences, 8(5) 1-5 (2021).
Parallel Systems in Burr Type X Distribution, British Journal of Mathematics
25. S. M. Alghamdi; D. F. Percy; Reliability Equivalence Factors for a Series-Parallel System Assuming an
Exponentiated Weibull Distribution,IMA Journal of Management Mathematics, 28(3) 339-358 (2014).
26. T. K. Pogany; V. Tomas; M. Tudor; Hot Duplication Versus Survivor Equivalence in Gamma-Weibull
Distribution, Journal of Statistics Applications Probability, 1 1-10 (2013).
27. Y. S. N. Temraz; Fuzzy Equivalence Factors of the Reliability of a Dependent Series System,Pakistan
Journal of Statistics, 36(3) 251-266 (2020).
28. Y. S. N. Temraz; Improvement of the Reliability of a Series Parallel System Subject to Modified Weibull
Distribution with Fuzzy Parameters, Journal of Mathematics and Statistics, 13(3) 268-275 (2017).
29. Y. S. N. Temraz; Reliability Equivalence Factors of a Series System with Multivariate Exponential
Distribution, World Applied Sciences Journal, 36(7) 834-843 (2018).
International Journal of Statistics and Reliability Engineering
30. Y. Xia; G. Zhang;Reliability Equivalence Factors in Gamma Distribution, Applied Mathematics and Computation, 187(2) 567-573(2007).
31. Z. Ramezani; A. Pourdarvish; A. H. S. Garmabaki; P. K. Kapur; Optimal Reliability Equivalence Factor for Reliability System Improvement Using Memetic Algorithm, International Journal of Reliability, Quality and Safety Engineering, 24(6) (2017).