References
- Kvaløy JT, Lindqvist BH. TTT-based tests for trend in repairable systems data. Reliab Eng Syst Saf. 1998;60:13–28.
- Kvaløy, JT, Lindqvist, BH. A class of tests for renewal process versus monotonic and nonmonotonic trend in repairable systems data. In: B Lindqvist, K Doksum, editors. Mathematical and statistical methods in reliability, series on quality, reliability and engineering statistics. Singapore: World Scientific Publishing; 2003. p. 401–414.
- Lindqvist BH. On the statistical modeling and analysis of repairable systems. Stat Sci. 2006;21(4):532–551.
- Vaurio JK. Identification of process and distribution characteristics by testing monotonic and non-monotonic trends in failure intensities and hazard rates. Reliab Eng Syst Saf. 1999;64:345–357.
- Cox, DR, Lewis, PAW. (1966). The statistical analysis of series of events, Methuens, Springer Dordrecht.
- MIL-HDBK-189. (1981). Reliability Growth Management, Headquarters, U.S. Army Communications Research and Development Command, ATTN: DRDCO-PT, Fort Monmouth, NJ, 07702.
- Mann HB. Nonparametric tests against trend. Econometrika. 1945;13:245–259.
- Lewis PAW, Robinson DW. Testing for a monotone trend in a modulated renewal process. In: F Proschan, R J Serfling, editors. Reliab Biometry. Philadelphia: SIAM; 1974. p. 163–182.
- Lam Y. The geometric process and its applications. Singapore: Word Scientific; 2007.
- Bain LJ, Engelhardt M, Wright FT. Tests for an increasing trend in the intensity of a Poisson process: a power study. J Am Stat Assoc. 1985;80(390):419–422.