In this paper a lifetime distribution which is obtained by compounding Burr XII and geometric distributions, named Burr XII-geometric (BXIIG) distribution, is introduced. Several properties of the distribution such as density function, survival function, hazard function, mean lifetime, moments, order statistics, estimation by maximum likelihood and inference for large sample are derived. The BXIIG distribution has decreasing and unimodal hazard function. Furthermore, EM algorithm is also used to determine the maximum likelihood estimates of parameters. Applications to real data sets are given to show the exibility and potentiality of the proposed distribution
A new lifetime model called the odd exponentiated half-logistic Burr XII is defined and studied. Its...
The paper addresses a new four-parameter probability distribution called the Exponentiated Exponenti...
Draft of articleA new four parameter flexible extension of the Burr-XII distribution is proposed. A ...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
© 2014 Sapienza Università di Roma. A new class of lifetime distributions is introduced by compoundi...
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this paper, we introduce a new class of lifetime distributions which is called the Quasi Lindley ...
In this paper, we introduce a new class of distributions called the Burr X family. Some of its mathe...
We define and study a new continuous distribution called the exponentiated Weibull Burr XII. Its den...
In this paper, a flexible lifetime distribution with increasing, increasing and decreasing and modif...
In this paper we propose a modified Burr XII distribution, which is quite flexible with respect to t...
In this paper, a flexible lifetime distribution with increasing, decreasing and bathtub hazard rate ...
In this paper, a new four-parameter lifetime distribution, called the exponentiated Lomax geometric ...
International audienceThis paper introduces a new two-parameter lifetime distribution, called the ex...
A new lifetime model called the odd exponentiated half-logistic Burr XII is defined and studied. Its...
The paper addresses a new four-parameter probability distribution called the Exponentiated Exponenti...
Draft of articleA new four parameter flexible extension of the Burr-XII distribution is proposed. A ...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
© 2014 Sapienza Università di Roma. A new class of lifetime distributions is introduced by compoundi...
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this paper, we introduce a new class of lifetime distributions which is called the Quasi Lindley ...
In this paper, we introduce a new class of distributions called the Burr X family. Some of its mathe...
We define and study a new continuous distribution called the exponentiated Weibull Burr XII. Its den...
In this paper, a flexible lifetime distribution with increasing, increasing and decreasing and modif...
In this paper we propose a modified Burr XII distribution, which is quite flexible with respect to t...
In this paper, a flexible lifetime distribution with increasing, decreasing and bathtub hazard rate ...
In this paper, a new four-parameter lifetime distribution, called the exponentiated Lomax geometric ...
International audienceThis paper introduces a new two-parameter lifetime distribution, called the ex...
A new lifetime model called the odd exponentiated half-logistic Burr XII is defined and studied. Its...
The paper addresses a new four-parameter probability distribution called the Exponentiated Exponenti...
Draft of articleA new four parameter flexible extension of the Burr-XII distribution is proposed. A ...