(2001). Testing Whether a Survival Function Is New Better than Used of a Specified Age. The Egyptian Statistical Journal, 45(2), 155-162. doi: 10.21608/esju.2001.313811
. "Testing Whether a Survival Function Is New Better than Used of a Specified Age". The Egyptian Statistical Journal, 45, 2, 2001, 155-162. doi: 10.21608/esju.2001.313811
(2001). 'Testing Whether a Survival Function Is New Better than Used of a Specified Age', The Egyptian Statistical Journal, 45(2), pp. 155-162. doi: 10.21608/esju.2001.313811
Testing Whether a Survival Function Is New Better than Used of a Specified Age. The Egyptian Statistical Journal, 2001; 45(2): 155-162. doi: 10.21608/esju.2001.313811
Testing Whether a Survival Function Is New Better than Used of a Specified Age
A survival variable is a nonnegative random variable X with distribution function F and a survival function F=1-F. This variable is said to be new better than used of a specified age t0 if F (x+t0) ≤ F (x) F (t0) for all x≥0 and a fixed t0. This is a large and practical class of life distributions. Its properties, applicability, and testing were discussed by Hollander, Park and Proschan (1986), (HPP). In the current investigation, it is demonstrated that a goodness of fit approach is possible to carry out this testing problem and that it results in simpler and asymptotically equivalent procedure to the HPP test.
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