On Beta Exponentiated Moment Exponential Distribution with Mathematical Characteristics and Application to Engineering Sectors
Zafar Iqbal) S. Nagesh, Karnatak University, India. (Muhammad Rashad) Tahmineh Azizi, Florida State University, United StatesIram RaufNational College of Business Administration & Economics, Lahore, PakistanMuhammad SalmanCrop Reporting Service, Department of Agriculture, Pakistan
ABI
Abstract
A new BEME distribution known as beta Exponentiated moment exponential (BEME) distribution is proposed. We provide here some shape properties, moments in the form of special functions, mean deviations of BEME distribution. We derive mathematical properties of the BEME distribution including the reliability measures, the Bonferroni and the Lorenz curves, rth order statistics, measures of uncertainty: the Shannon entropy measure and the s-entropy measure. The parameters of the BEME distribution are estimated by the method of maximum likelihood estimation and estimated non-linear equations for these estimates are presented. The application of BEME distribution is explored in three different fields of engineering.
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