We develop and study in detail a new family of distributions called Half- logistic Odd Power Generalized Weibull-G (HLOPGW-G) distribution, which is a linear combination of the exponentiated-G family of distributions. From the special cases considered, the model can fit heavy tailed data and has non-monotonic hazard rate functions. We further assess and demonstrate the performance of this family of distributions via simulation experiments. Real data examples are given to demonstrate the applicability of the proposed model compared to several other existing models
The need to develop generalizations of existing statistical distributions to make them more flexible...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
A new family of distributions is developed by generalizing the power generalized Weibull distributio...
A new three-parameter generalized distribution, namely, half-logistic generalized Weibull (HLGW) dis...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
We develop a new class of distributions, namely, the odd power generalizedWeibull-G power series (OP...
This paper considers three special cases: Exponential, Rayleigh and Lindley of a family of generaliz...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
A new generalization of the odd Weibull-Topp-Leone-G family of distributions called the odd Weibull-...
A new flexible and versatile generalized family of distributions, namely, half logistic odd Weibull-...
The Weibull distribution is one of the most popular and widely used model for failure time in life-t...
A new generalized distribution called the exponentiated log-logistic Weibull (ELLoGW) distribution i...
We develop a new class of distributions, namely, the exponentiated half logistic-Topp-Leone-G power ...
The need to develop generalizations of existing statistical distributions to make them more flexible...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
A new family of distributions is developed by generalizing the power generalized Weibull distributio...
A new three-parameter generalized distribution, namely, half-logistic generalized Weibull (HLGW) dis...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
We develop a new class of distributions, namely, the odd power generalizedWeibull-G power series (OP...
This paper considers three special cases: Exponential, Rayleigh and Lindley of a family of generaliz...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
A new generalization of the odd Weibull-Topp-Leone-G family of distributions called the odd Weibull-...
A new flexible and versatile generalized family of distributions, namely, half logistic odd Weibull-...
The Weibull distribution is one of the most popular and widely used model for failure time in life-t...
A new generalized distribution called the exponentiated log-logistic Weibull (ELLoGW) distribution i...
We develop a new class of distributions, namely, the exponentiated half logistic-Topp-Leone-G power ...
The need to develop generalizations of existing statistical distributions to make them more flexible...
Abstract We propose a new lifetime model called the exponentiated power generalized Weibull (EPGW) d...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...