3. Asgharzadeh A, Azizpour M, Valiollahi R. (2015), Inference for the Half-Logistic Distribution under Progressively Type II Hybrid Censored Samples. Journal of Statistical Sciences, 9 (1) :15-41

4. Asgharzadeh A, Fallah, A. (1399), Estimation and Prediction in Coherent Systems with

5. Known Signature. Thesis for degree of Ph.D. in Statistics, University of Mazandaran.

6. ‎Arnold,B.C‎. ‎Balakrishnan‎, ‎N‎. ‎Nagaraja‎, ‎H‎. ‎N‎. ‎(2008)‎, ‎A First Course in Order‎

7. ‎Statistics‎, ‎Classic edn‎, ‎SIAM‎, ‎Philadelphia‎.

8. ‎Balakrishnan‎, ‎N‎. ‎and Asgharzadeh‎, ‎A‎. ‎(2005)‎, ‎Inference for the Scaled Half-Logistic‎

9. ‎Distribution based on Progressively Type II Censored Samples‎, communication in‎

10. ‎statistics-theory and methods‎, 34‎, ‎73-87‎.

11. ‎Balakrishnan‎, ‎N‎. ‎Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎and Navarro‎, ‎J‎. ‎(2011a)‎, ‎Linear Inference for Type-II Censored Lifetime Data of Reliability Systems with Known Signatures‎, IEEE Transactions on Reliability‎, 60‎, ‎426-440‎. [DOI:10.1109/TR.2011.2134371]

12. ‎Balakrishnan‎, ‎N‎. ‎Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎and Navarro‎, ‎J‎. ‎(2011b)‎, ‎Exact Nonparametric Inference for Component Lifetime Distribution based on Lifetime Data from Systems with Known Signatures‎, Journal of Nonparametric Statistics‎, ‎23‎, ‎741-752‎. [DOI:10.1080/10485252.2011.559547]

13. ‎Balakrishnan‎. ‎N and Saleh‎, ‎H‎. ‎M‎. ‎(2011)‎, ‎Relations for Moments of Progressively‎

14. ‎Type-II Censored Order Statistics from Half-Logistic Distribution with Applications to‎

15. ‎Inference‎, Computational Statistics and Data Analysis‎, 55‎, ‎2775-2792‎.

16. ‎Berger‎. ‎J.O‎. ‎(1985)‎, Statistical decision theory and Bayesian analysis‎, ‎2nd edn‎. ‎Springer‎, ‎New York‎ [DOI:10.1007/978-1-4757-4286-2_4]

17. ‎Bhattacharya‎, ‎D‎. ‎and Samaniego‎, ‎F‎. ‎J‎. ‎(2010)‎, ‎Estimating Component Characteristics from System Failure Time Data‎, Naval Research Logistics‎, 57‎, ‎380-389‎. [DOI:10.1002/nav.20407]

18. ‎Cameron‎, ‎A‎. ‎C‎. ‎and Trivedi‎, ‎P‎. ‎K‎. ‎(2005)‎, ‎Microeconometrics Methods and‎

19. ‎Applications‎, ‎Cambridge University Press‎, ‎Cambridge‎.

20. ‎Casella‎. ‎G‎, ‎and Berger‎, ‎R‎. ‎L (2002)‎, ‎Statistical inference‎, ‎2nd edn‎. ‎Duxbury‎, ‎California‎.

21. ‎Chivers‎, ‎C‎. ‎(2012)‎. ‎MHadaptive‎: ‎General Markov Chain Monte Carlo for Bayesian Inference using‎ ‎adaptive Metropolis-Hastings sampling‎, ‎R package‎.

22. ‎Fallah‎, ‎A‎. ‎(2021)‎, ‎Prediction for the Future System Failures based on Type-II‎

23. ‎Censored Coherent systems Data under a Proportional Hazard‎

24. ‎Model‎, Journal of Statistical Modelling‎: ‎Theory and Applications‎, 3(02) ‎, ‎119-143‎.

25. ‎Fallah‎, ‎A‎. ‎Asgharzadeh‎, ‎A‎. ‎and Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎(2021)‎, ‎Statistical Inference for Component Lifetime Distribution from Coherent System Lifetimes under a Proportional Reversed Hazard Model‎, Communications in Statistics-Theory and Methods‎, 50(16), ‎3809-3833‎. [DOI:10.1080/03610926.2020.1824275]

26. ‎Fallah‎, ‎A‎. ‎Asgharzadeh‎, ‎A‎. ‎and Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎(2021)‎, ‎Prediction based onType-II‎

27. ‎Censored Coherent System Lifetime Data under a Proportional Reversed‎

28. ‎Hazard Rate Model‎, Journal of the Iranian Statistical Society‎, 20(02) ‎, ‎153-181‎.

29. ‎Hasselman‎, ‎B‎. ‎(2018)‎, ‎nleqslv‎: ‎Solve Systems of Nonlinear Equations‎, ‎R‎ ‎package version 3.3.2‎, ‎"https://CRAN.R-project.org/package=nleqslv"‎.

30. ‎Hermanns‎, ‎M‎. ‎and Cramer‎, ‎E‎. ‎(2017)‎, ‎Likelihood Inference for the Component Lifetime Distribution based‎ ‎on Progressively Censored Parallel Systems Data‎. Journal of Statistical Computation and Simulation‎, 87‎, ‎607-630‎. [DOI:10.1080/00949655.2016.1222392]

31. ‎Jin‎, ‎Y‎. ‎Hall‎, ‎P‎. ‎G‎. ‎Jiang‎, ‎J‎. ‎and Samaniego‎, ‎F‎. ‎J‎. ‎(2017)‎, ‎Estimating Component Reliability based on Failure Time Data from a System of Unknown Design‎. Statistica Sinica‎, 27‎, ‎479-499‎.

32. ‎Kaminsky,K‎. ‎S.and Nelson‎, ‎P‎. ‎I (1998)‎, ‎Prediction of Order Statistics‎. ‎In‎: ‎Balakrishnan N‎, ‎Rao CR (eds)‎ ‎Handbook of Statistics‎, ‎Order Statistics‎: ‎Applications‎, ‎vol 17‎. ‎North Holland‎. ‎Amsterdam‎, ‎The Netherlands‎, ‎43-50‎.

33. ‎Kaminsky‎, ‎K‎. ‎S‎. ‎and Rhodin‎, ‎L‎. ‎S‎. ‎(1985)‎, ‎Maximum Likelihood Prediction‎, Annals of‎ ‎the Institute of Statistical Mathematics‎, 37‎, ‎507-517‎. [DOI:10.1007/BF02481119]

34. ‎Kochar‎, ‎S‎. ‎Mukerjee‎, ‎H‎. ‎and Samaniego‎, ‎F‎. ‎J‎. ‎(1999)‎, ‎The Signature of a Coherent System and its‎ ‎Application to Comparisons Among Systems‎, Naval Research Logistics‎, 46‎, ‎507-523‎. https://doi.org/10.1002/(SICI)1520-6750(199908)46:5<507::AID-NAV4>3.0.CO;2-D [DOI:10.1002/(SICI)1520-6750(199908)46:53.0.CO;2-D]

35. ‎Kulkarni‎, ‎M‎. ‎G‎. ‎and Rajarshi‎, ‎M‎. ‎B‎. ‎(2020)‎, ‎Estimation of Parameters Component Lifetime Distribution in a Coheren System‎, Statistical Papers, 61‎, ‎403-421‎. [DOI:10.1007/s00362-017-0945-1]

36. ‎Navarro‎, ‎J‎. ‎(2021)‎, ‎Coherent System Lifetime‎, Introduction to System Reliability Theory‎, ‎23-70‎. [DOI:10.1007/978-3-030-86953-3_2] []

37. ‎Navarro‎, ‎J‎. ‎and Rubio‎, ‎R‎. ‎(2010)‎, ‎Computations of Coherent Systems with five Components‎, Communications in Statistics‎ - ‎Simulation and Computation‎, 39‎, ‎68-84‎. [DOI:10.1080/03610910903312185]

38. ‎Navarro‎, ‎J‎. ‎Ruiz‎, ‎J‎. ‎M‎. ‎and Sandoval‎, ‎C‎. ‎J‎. ‎(2007)‎, ‎Properties of Coherent Systems with Dependent Components‎, Communications in Statistics‎ - ‎Theory and Methods‎, 36‎, ‎175-191‎. [DOI:10.1080/03610920600966316]

39. ‎Navarro‎, ‎J‎. ‎and Rychlik‎, ‎T‎. ‎(2007)‎, ‎Reliability and Expectation Bounds for Coherent Systems with Exchangeable‎ ‎Components‎, Journal of Multivariate Analysis‎, 98‎, ‎102-113‎ [DOI:10.1016/j.jmva.2005.09.003]

40. ‎Navarro‎, ‎J‎. ‎Samaniego‎, ‎F‎. ‎J‎. ‎Balakrishnan‎, ‎N‎. ‎and Bhattacharya‎, ‎D‎. ‎(2008)‎, ‎On the Application and Extension of System Signatures in Engineering Reliability‎, Naval Research Logistics‎, 55‎, ‎313-327‎. [DOI:10.1002/nav.20285]

41. ‎Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎Navarro‎, ‎J‎. ‎and Balakrishnan‎, ‎N‎. ‎(2012)‎, ‎Parametric Inference from System Lifetime Data under a Proportional Hazard Rate Model, Metrika‎, ‎75‎, ‎367-388‎. [DOI:10.1007/s00184-010-0331-7]

42. ‎Raqab‎, ‎M‎. ‎Z‎. ‎and Nagaraja‎, ‎H‎. ‎N‎. ‎(1995)‎, ‎On Some Predictors of Future Order Statistics, Metron‎, 53, 185-204‎.

43. ‎Robert‎, ‎C‎. ‎and Casella‎, ‎G‎. ‎(2004)‎, ‎Monte Carlo Statistical Methods‎. ‎2nd ed‎. ‎New York‎: ‎Springer‎.

44. Rostami A, Khanjari Sadegh M, Kadizadeh M. (2023), Reliability Estimation of the Stress-Strength Model in Coherent Systems Based on Exponential Distribution. Journal of Statistical Sciences; 17 (1), 61-80

45. ‎Samaniego‎, ‎F‎. ‎J‎. ‎(1985)‎, ‎On Closure of the IFR Class under Formation of Coherent Systems‎, IEEE Transactions on Reliability Theory‎, 34‎, ‎69-72‎. [DOI:10.1109/TR.1985.5221935]

46. ‎Samaniego‎, ‎F‎. ‎J‎. ‎(2007)‎, ‎System Signatures and their Applications in Engineering Reliability‎, ‎International Series in Operations Research and Management Science 110‎, ‎Springer‎, ‎New York‎.

47. ‎Tavangar‎, ‎M‎. ‎and Asadi‎, ‎M‎. ‎(2020)‎, ‎Component Reliability Estimation based on System‎

48. ‎Failure-Time Data‎. Journal of Statistical Computation and Simulation‎, 17 (90) ‎, ‎3232-3249‎.

49. ‎Yang‎, ‎Y‎. ‎Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎and Balakrishnan‎, ‎N‎. ‎(2019)‎, ‎Expectation Maximization Algorithm for System based Lifetime Data with Unknown System Structure‎, AStA Advanced Statistical Analysis‎, 103‎, ‎69-98‎. [DOI:10.1007/s10182-018-0323-x]

50. ‎Zhang‎, ‎J‎. ‎Ng‎, ‎H‎. ‎K‎. ‎T‎. ‎and Balakrishnan‎, ‎N‎. ‎(2015a)‎, ‎Statistical Inference of Component Lifetimes with Location-Scale Distributions from Censored System Failure Data with Known Signature‎, IEEE Transactions on Reliability‎, 64‎, ‎613-626‎. [DOI:10.1109/TR.2015.2417373]