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Original Articles

An Evaluation and Comparison of Some Tests for the Validity of the Assumption that the Underlying Distribution of Life Is Exponential

Pages 327-337 | Received 01 Apr 1974, Published online: 09 Jul 2007

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Sandeep K. Maurya, Abhimanyu Singh Yadav, Sanjay K. Singh & Umesh Singh. (2021) A new flexible logarithmic transform heavy-tailed distribution and its applications. Journal of Statistics and Management Systems 24:5, pages 917-950.
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W.C. Tsai. (2016) A dynamic sourcing strategy considering supply disruption risks. International Journal of Production Research 54:7, pages 2170-2184.
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KarlH. Schmitz, LeonardR. Lamberson & KailashC. Kapur. (1979) Operating Characteristic Curves for Minimum Life Hypothesis Testing for the Exponential Distribution. Technometrics 21:4, pages 539-547.
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Sandeep Kumar Maurya, Sanjay K Singh & Umesh Singh. (2021) A New Right-Skewed Upside Down Bathtub Shaped Heavy-tailed Distribution and its Applications. Journal of Modern Applied Statistical Methods 19:1.
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B Dhillon. 2004. Reliability, Quality, and Safety for Engineers. Reliability, Quality, and Safety for Engineers.
B Dhillon. 2000. Medical Device Reliability and Associated Areas. Medical Device Reliability and Associated Areas 197 217 .
J.K. Vaurio. (1999) Identification of process and distribution characteristics by testing monotonic and non-monotonic trends in failure intensities and hazard rates. Reliability Engineering & System Safety 64:3, pages 345-357.
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