A new family of distributions called Gamma Odd Burr X-G (GOBX-G) distribution is introduced in this paper. Its structural properties such as the density expansion, quantile function, moments and generating functions, incomplete moments, probability weighted moments, R´enyi entropy and order statistics were derived. Maximum likelihood technique is used to estimate the parameter of this model and simulation results are provided. The flexibility and applicability of this model is demonstrated using real life datasets
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this paper, we present a new univariate flexible generator of distributions, namely, the odd Perk...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
We introduce a new class of univariate continuous distribution called Odd Burr-G Poisson family of d...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
We develop a new continuous distribution called the Gamma-Burr type X (GBX) distribution that extend...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
We introduce a new distribution named Exponentiated Generalized Burr type X (EGBX) distribution with...
We develop three new models from the baseline Burr type X with two parameters distribution (BX) usin...
A new family of distributions called the odd generalized N-H is introduced and studied. Four new spe...
In this paper, a new class of distributions called the odd log-logistic Burr-X family with two extra...
We introduce a new class of distributions called the generalized odd generalized exponential family....
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this article, a new "odds generalized gamma-G" family of distributions, called the GG-G family of...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this paper, we present a new univariate flexible generator of distributions, namely, the odd Perk...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
In this article, a new ``odd generalized gamma-G" family of distributions, called the GG-G family of...
We introduce a new class of univariate continuous distribution called Odd Burr-G Poisson family of d...
In this article, we propose a new family of distributions called odd Burr-III family of distribution...
We develop a new continuous distribution called the Gamma-Burr type X (GBX) distribution that extend...
A new family of distributions called exponentiated half-logistic Odd Burr III-G (EHL-OBIII-G) is dev...
We introduce a new distribution named Exponentiated Generalized Burr type X (EGBX) distribution with...
We develop three new models from the baseline Burr type X with two parameters distribution (BX) usin...
A new family of distributions called the odd generalized N-H is introduced and studied. Four new spe...
In this paper, a new class of distributions called the odd log-logistic Burr-X family with two extra...
We introduce a new class of distributions called the generalized odd generalized exponential family....
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this article, a new "odds generalized gamma-G" family of distributions, called the GG-G family of...
We propose a new generator from Frѐchet random variable that is known as the Odd Frѐchet-G (OFr-G) f...
In this paper, we present a new univariate flexible generator of distributions, namely, the odd Perk...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...