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Asian Journal of Mathematics & Statistics
  Year: 2020 | Volume: 13 | Issue: 1 | Page No.: 1-6
DOI: 10.3923/ajms.2020.1.6
On Some Extension of Beta Power Function Distribution
Shahbaz Nawaz, M.H. Tahir and Anam Javaid

Abstract:
In this study new extension of power function distribution are proposed viz., beta-power function distribution. The properties of this newly proposed distributions are derived. Common statistical properties such as Rth moment, mean deviation from mean and from median, moment generating function and characteristic function are obtained. The objective of the study was to find out the different characteristics and properties of the beta power function. From reliability point of view, the survival function, hazard function (failure rate), reverse hazard rate, cumulative hazard rate, mean residual life and mean waiting time are derived. The explicit expressions for popular income inequality indices such as Gini, Lorenz, Bonferroni have been computed.
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COMMENTS
15 July, 2020
Dania Tahir:
this paper is great. i want to do work on it. can you plz give me the email id and details of the correxponding author.
 
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