أحمد زكريا محمد عفيفى
أستاذ مساعد
PROPERTIES OF THE FOUR-PARAMETER WEIBULL DISTRIBUTION AND ITS APPLICATIONS
Pakistan Journal of Statistics • 2017
معلومات البحث
المؤلفون
T.H.M. Abouelmagd;Saeed Al-mualim;M. Elgarhy;Ahmed Z. Afify;Munir Ahmad
الكلمات المفتاحية
Entropy;Maximum Likelihood;Moments;Order Statistics;Weibull Distribution;Weibull-G Family
المجلة العلمية
Pakistan Journal of Statistics
الناشر
ISOSS-Islamic Countries Society of Statistical Sciences
المجلد
33
العدد
6
الصفحات
449-466
publication.type
International
رابط البحث
Open Link
المواد المرفقة
Not Available
الملخص
In this article, we study the so-called the Weibull Weibull distribution. General
explicit expressions for the quantile function, expansion of its density function, ordinary
and incomplete moments, moments of the residual and reversed residual lifes, order
statistics and Rényi and q–entropies are derived. The model parameters are estimated
using the maximum likelihood method. Simulation results are provided to assess the
accuracy and performance of the maximum likelihood estimators. The usefulness and
flexibility of the Weibull Weibull model are illustrated using real data sets.
explicit expressions for the quantile function, expansion of its density function, ordinary
and incomplete moments, moments of the residual and reversed residual lifes, order
statistics and Rényi and q–entropies are derived. The model parameters are estimated
using the maximum likelihood method. Simulation results are provided to assess the
accuracy and performance of the maximum likelihood estimators. The usefulness and
flexibility of the Weibull Weibull model are illustrated using real data sets.
