This paper considers three special cases: Exponential, Rayleigh and Lindley of a family of generalized distributions, called alpha power Weibull G (APW-G) family. Some essential and valuable statistical properties of the family of distributions are obtained. The proposed distributions are very flexible and can be used to model data with decreasing, increasing or bathtub-shaped hazard rates. Model parameters estimation and a simulation study is carried out to evaluate the behaviors of the parameters. We consider two worthwhile data sets to illustrate the finding of the paper
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
A new family of distributions is developed by generalizing the power generalized Weibull distributio...
WOS: 000477600900001In the present paper, we introduce a new form of generalized Rayleigh distributi...
In this article, a new family of lifetime distributions by adding an additional parameter to the exi...
Mahdavi A. and Kundu D. (2017) introduced a family for generating univariate distributions called th...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
In this paper, we produced a new family of distribution called Gull Alpha Power Family of distributi...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
In this paper, we introduce the exponentiated power generalized Weibull power series (EPGWPS) family...
We introduce the Kumaraswamy alpha power-G (KAP-G) family which extends the alpha power family (Mahd...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
A new family of distributions is developed by generalizing the power generalized Weibull distributio...
WOS: 000477600900001In the present paper, we introduce a new form of generalized Rayleigh distributi...
In this article, a new family of lifetime distributions by adding an additional parameter to the exi...
Mahdavi A. and Kundu D. (2017) introduced a family for generating univariate distributions called th...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
In this paper, we produced a new family of distribution called Gull Alpha Power Family of distributi...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
In this paper, we introduce the exponentiated power generalized Weibull power series (EPGWPS) family...
We introduce the Kumaraswamy alpha power-G (KAP-G) family which extends the alpha power family (Mahd...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
A new family of distributions is developed by generalizing the power generalized Weibull distributio...
WOS: 000477600900001In the present paper, we introduce a new form of generalized Rayleigh distributi...