The need to develop generalizations of existing statistical distributions to make them more flexible in modeling real data sets is vital in parametric statistical modeling and inference. Thus, this study develops a new class of distributions called the extended odd Fréchet family of distributions for modifying existing standard distributions. Two special models named the extended odd Fréchet Nadarajah-Haghighi and extended odd Fréchet Weibull distributions are proposed using the developed family. The densities and the hazard rate functions of the two special distributions exhibit different kinds of monotonic and nonmonotonic shapes. The maximum likelihood method is used to develop estimators for the parameters of the new class of distributi...
The truncated Cauchy power odd Fréchet-G family of distributions is presented in this article. This ...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
In recent advances in distribution theory, the Weibull distribution has often been used to generate ...
In this paper, a new family of continuous distributions, called the modified odd Weibull-G (MOW-G) f...
In this paper, a new family of continuous distributions, called the modified odd Weibull-G (MOW-G) f...
The Weibull distribution is one of the most popular and widely used model for failure time in life-t...
During the past couple of years, statistical distributions have been widely used in applied areas su...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
A new generalization of the odd Weibull-Topp-Leone-G family of distributions called the odd Weibull-...
A new family of distributions called the odd generalized N-H is introduced and studied. Four new spe...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
The truncated Cauchy power odd Fréchet-G family of distributions is presented in this article. This ...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
In recent advances in distribution theory, the Weibull distribution has often been used to generate ...
In this paper, a new family of continuous distributions, called the modified odd Weibull-G (MOW-G) f...
In this paper, a new family of continuous distributions, called the modified odd Weibull-G (MOW-G) f...
The Weibull distribution is one of the most popular and widely used model for failure time in life-t...
During the past couple of years, statistical distributions have been widely used in applied areas su...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
A new generalization of the odd Weibull-Topp-Leone-G family of distributions called the odd Weibull-...
A new family of distributions called the odd generalized N-H is introduced and studied. Four new spe...
A novel family of produced distributions, odd inverse power generalized Weibull generated distributi...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
The truncated Cauchy power odd Fréchet-G family of distributions is presented in this article. This ...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...