References
- Almalki SJ, Nadarajah S. Modifications of the Weibull distribution: a review. Reliab Eng Syst Saf. 2014;124:32–55.
- Khalili A, Kromp K. Statistical properties of Weibull estimators. J Mater Sci. 1991;26(24):6741–6752.
- Jia X, Wang D, Jiang P, et al. Inference on the reliability of Weibull distribution with multiply Type-I censored data. Reliab Eng Syst Saf. 2016;150:171–181.
- Jia X, Nadarajah S, Guo B. Exact inference on Weibull parameters with multiply type-i censored data. IEEE Trans Reliab. 2018;67(2):432–445.
- Ng HKT, Chan PS, Balakrishnan N. Estimation of parameters from progressively censored data using EM algorithm. Comput Stat Data Anal. 2002;39(4):371–386.
- Jia X, Jiang P, Guo B. Reliability evaluation for Weibull distribution under multiply Type-I censoring. J Central South University. 2015;22(9):3506–3511.
- Zhang LF, Xie M, Tang LC. A study of two estimation approaches for parameters of Weibull distribution based on wpp. Reliab Eng Syst Saf. 2007;92(3):360–368.
- Jiang R. A drawback and an improvement of the classical Weibull probability plot. Reliab Eng Syst Saf. 2014;126:135–142.
- Wang B, Yu K, Sheng Z. New inference for constant-stress accelerated life tests with Weibull distribution and progressively Type-II censoring. IEEE Trans Reliab. 2014;63(3):807–815.
- Jia X, Nadarajah S, Guo B. Bayes estimation of p(y<x) for the Weibull distribution with arbitrary parameters. Appl Math Model. 2017;47:249–259.
- Thoman D, Bain L, Antle C. Inferences on the parameters of the Weibull distribution. Technometrics. 1969;11(3):445–460.
- Krishnamoorthy K, Lin Y, Xia Y. Confidence limits and prediction limits for a Weibull distribution based on the generalized variable approach. J Statist Plann Inference. 2009;139(8):2675–2684.
- Wu S. Estimation of the parameters of the Weibull distribution with progressively censored data. J Japan Stat Soc. 2002;32(2):155–163.
- Yang Z, Xie M, Wong ACM. A unified confidence interval for reliability-related quantities of two-parameter Weibull distribution. J Stat Comput Simul. 2007;77(5):365–378.
- Tan Z. A new approach to MLE of Weibull distribution with interval data. Reliab Eng Syst Saf. 2009;94(2):394–403.
- Zhang J, Ng HKT, Balakrishnan N. Statistical inference of component lifetimes with location-scale distributions from censored system failure data with known signature. IEEE Trans Reliab. 2015;64(2):613–626.
- Fan TH, Hsu TM. Constant stress accelerated life test on a multiple-component series system under Weibull lifetime distributions. Commun Statist Theor Methods. 2014;43(10–12):2370–2383.
- Ganguly A, Kundu D, Mitra S. Bayesian analysis of a simple step-stress model under Weibull lifetimes. IEEE Trans Reliab. 2015;64(1):473–485.
- Griggs JA, Zhang Y. Determining the confidence intervals of Weibull parameters estimated using a more precise probability estimator. J Mater Sci Lett. 2003;22(24):1771–1773.
- Phan LD, Mccool JI. Exact confidence intervals for Weibull parameters and percentiles. J Risk Reliab. 2009;223(4):387–394.
- Zhang C, Zhang T, Xu D, et al. Analyzing highly censored reliability data without exact failure times: an efficient tool for practitioners. Qual Eng. 2013;25(4):392–400.
- Denisa O, Laura F. The evaluation of median-rank regression and maximum likelihood estimation techniques for a two-parameter Weibull distribution. Qual Eng. 2010;22(4):256–272.
- Ulrike G, Meeker W. A comparison of maximum likelihood and median-rank regression for Weibull estimation. Qual Eng. 2010;22(4):236–255.
- Li T, Griffiths WD, Chen J. Weibull modulus estimated by the non-linear least squares method: a solution to deviation occurring in traditional Weibull estimation. Metallurg Mater Trans A. 2017;48(11):5516–5528.
- Berger RW, Lawrence K. Estimating Weibull parameters by linear and nonlinear regression. Technometrics. 1974;16(4):617–619.
- Skinner KR, Keats JB, Zimmer WJ. A comparison of three estimators of the Weibull parameters. Quality Reliab Eng Int. 2010;17(4):249–256.
- Joarder A, Hare K, Kundu D. Inferences on Weibull parameters with conventional Type-I censoring. Comput Statist Data Anal. 2011;55(1):1–11.