Author:
Al-Noor Nadia Hashim,Hadi Hadi Hassan
Abstract
Abstract
A new flexible compound distribution with four parameters called Truncated Exponential Marshall Olkin Weibull (TEMOW) is proposed as a sub-model of a new generator of continuous distributions named Truncated Exponential Marshall Olkin-G family. Reliability characteristics with several main statistical properties are presented. The maximum likelihood estimation method is adopted to estimate the unknown parameters. Furthermore, to assess the usefulness and flexibility, the TEMOW distribution applied upon simulation study besides real application with two real data set. The simulation results clearly shown the flexible performance of the maximum likelihood estimators for the parameters. Also, the real application results clearly shown that the proposed distribution has outstanding performance than other considered distributions for all information criteria.
Subject
General Physics and Astronomy
Reference18 articles.
1. A new method for adding a parameter to a family of distributions with application to the exponential and Weibull families;Marshall;Biomet.,1997
2. Beta-normal distribution and its applications;Eugene;Comm. Stat.-The. Meth.,2002
3. A Marshall Olkin exponential Gompertz distribution: properties and applications;Khaleel;Per. Eng. Nat. Sci.,2020
4. The Marshall - Olkin - Kumaraswamy - G family of distributions;Handique;J. Stat. The. Appl.,2017
5. On the moments of the beta normal distribution;Gupta;Comm. Stat.-The. Meth.,2005
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