Additive Trinomial Frechet Distribution With Practical Application
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Date
2022
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Elsevier
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Abstract
This article presents an innovative model called Additive Trinomial Fre chet (ATF) distribution using six parameters. The indicated model is worthy of modeling survival data with a non-monotonic hazard rate. The statistical characteristics of ATF model such as probability generating function, Renyi, Shannon, Tsallis and Mathai-Houbold entropy, quantile function, order statistics, maximum likelihood estimation, factorial and characteristic function, moment generating function, Stress-Strength analysis are thoroughly discussed. The effectiveness of suggested model is demonstrated by the use of a data set from real life. The suggested model has demonstrated better performance and fits the data used superior than other significant counterparts.
Description
Lone, Showkat Ahmad/0000-0001-7149-3314; Sindhu, Tabassum/0000-0001-9433-4981
Keywords
Additive Trinomial Frechet Model, Stress-Strength Analysis, Entropy, Stochastic Order, Conditional Moments, Lifetime Analysis
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Citation
Lone, Showkat Ahmad; Sindhu, Tabassum Naz; Jarad, F. (2022). "Additive Trinomial Fréchet distribution with practical application", Results in Physics, Vol.33, pp.1-14.
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Q1
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Q1

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9
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33
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CrossRef : 9
Scopus : 11
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11
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