A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is developed and studied. Mathematical and statistical properties such as the hazard function, quantile function, moments, probability weighted moments, Renyi entropy and stochastic orders are derived. The model parameters are estimated based on the maximum likelihood estimation method. The usefulness of the proposed family of distributions is demonstrated via extensive simulation studies. Finally the proposed model and its special case is applied to real data sets to illustrate its best fit and flexibility
A new family of distributions called type II exponentiated half logistic is introduced and studied. ...
The new distributions are very useful in describing real data sets, because these distributions are ...
A new generalized distribution called the exponentiated log-logistic Weibull (ELLoGW) distribution i...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
We study some mathematical properties of a new generator of continuous distributions with two extra ...
A new lifetime model called the odd exponentiated half-logistic Burr XII is defined and studied. Its...
A new class of statistical distributions called the Type II half-Logistic odd Fréchet-G class is pro...
In this paper, a new class of distributions called the odd log-logistic Burr-X family with two extra...
A new family of distributions called Gamma Odd Burr X-G (GOBX-G) distribution is introduced in this ...
We develop a new class of distributions, namely, the exponentiated half logistic-Topp-Leone-G power ...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
Abstract\ud We introduce and study general mathematical properties of a new generator ...
Communication in Physical Sciences, 2020, 7(3): 147-163 Authors: Olalekan Akanji Bello*, Sani Ibrahi...
This paper investigates general mathematical properties of a new generator of continuous distributio...
A new family of distributions called type II exponentiated half logistic is introduced and studied. ...
The new distributions are very useful in describing real data sets, because these distributions are ...
A new generalized distribution called the exponentiated log-logistic Weibull (ELLoGW) distribution i...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
We study some mathematical properties of a new generator of continuous distributions with two extra ...
A new lifetime model called the odd exponentiated half-logistic Burr XII is defined and studied. Its...
A new class of statistical distributions called the Type II half-Logistic odd Fréchet-G class is pro...
In this paper, a new class of distributions called the odd log-logistic Burr-X family with two extra...
A new family of distributions called Gamma Odd Burr X-G (GOBX-G) distribution is introduced in this ...
We develop a new class of distributions, namely, the exponentiated half logistic-Topp-Leone-G power ...
We develop and study in detail a new family of distributions called Half- logistic Odd Power General...
Abstract\ud We introduce and study general mathematical properties of a new generator ...
Communication in Physical Sciences, 2020, 7(3): 147-163 Authors: Olalekan Akanji Bello*, Sani Ibrahi...
This paper investigates general mathematical properties of a new generator of continuous distributio...
A new family of distributions called type II exponentiated half logistic is introduced and studied. ...
The new distributions are very useful in describing real data sets, because these distributions are ...
A new generalized distribution called the exponentiated log-logistic Weibull (ELLoGW) distribution i...