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Inconsistency of the Maximum Likelihood Estimator of a Distribution Having Increasing Failure Rate Average
- R. A. Boyles, A. W. Marshall, F. Proschan
- Mathematics
- 1 March 1985
Abstract : Marshall and Proschan showed that the MLE for a life distribution with increasing failure rate is strongly consistent (Ann. Math. Statist., 1965, 36, 69-77). In this note the author shows…
Order-preserving functions: applications to majorization and order statistics-Pacific Journal of Mat
- A. W. Marshall, D. Walkup, R. Wets
- Computer Science
- 1 December 1967
TLDR
An Optimal Sequential Accelerated Life Test
- S. Bessler, H. Chernoff, A. W. Marshall
- Mathematics
- 1 August 1962
Abstract : Optimal sequential designs are investigated for experiments to test whether a device subjected to a standard stress has an expected lifetime exceeding a specified value. It is assumed that…
A Large-Sample Test of the Hypothesis that one of two Random Variables is Stochastically Larger than the Other
- A. W. Marshall
- Mathematics
- 1 September 1951
T HIS paper presents a large-sample, non-parametric test using grouped data. It applies when x and y are random variables with continuous cumulative distribution functions (c.d.f.'s) F(x) and G(y). A…
Dl-82-0898 DETERMINING AN APPROXIMATE CONSTANT FAILURE RATE FOR A SYSTEM WHOSE COMPONENTS HAVE CONSTANT FAILURE RATES by J. D. Esary
- A. W. Marshall, Blank Page
- Engineering
- 2016
It Is often necessary to predict the reliability of a system when only the mean lifetimes of its components are known. Then it is usually assumed that each component has a constant failure rate…