References
- Bader, M. G., and A. M. Priest. 1982. Statistical aspects of fiber and bundle strength in hybrid composites. In Progress in science and engineering composites, ed. T. Hayashi, K. Kawata, S. Umekawa, 1129–1136. Tokyo: ICCM-IV.
- Bain, L. J., and M. Engelhardt. 1986. Approximate distributional results based on the maximum likelihood estimators for the Weibull distribution. Journal of Quality Technology 18 (3):174–81. doi:10.1080/00224065.1986.11979006.
- Burr, I. W. 1942. Cumulative frequency functions. The Annals of Mathematical Statistics 13 (2):215–32. doi:10.1214/aoms/1177731607.
- Chen, Z. 2000. A new two-parameter lifetime distribution with bathtub shape or increasing failure rate function. Statistics & Probability Letters 49:155–61.
- Muralidharan, K., and A. Shanubhogue. 2004. A conditional test for exponentiality against Weibull DFR alternatives based on censored samples. JIRSS 3 (1):69–81.
- Shanubhogue, A., and R. G. Desai. 2018. A conditional test for exponentiality against log-bathtub alternative based on type-2 censored sample. Far East Journal of Theoretical Statistics 54 (5):437–52. doi:10.17654/TS054050437.
- Thoman, D. R., L. J. Bain, and C. E. Antle. 1969. Inferences on the parameters of the Weibull distribution. Technometrics 11 (3):445–60. doi:10.2307/1267019.