Motivated mainly by lifetime issues, a new lifetime distribution coined ``Discrete Poisson-Gold distribution'' is introduced in this paper. Different structural properties of the new distribution are derived including moment generating function and the $r^{th}$ moment and others are presented. In addition, we discussed various important mathematical properties of the new distribution including estimation procedures for estimating the distribution parameters using the maximum likelihood and method of moments. The usefulness and credibility of the distribution are illustrated by means of two real-data applications to show its superior performance over some other well-known lifetime distributions and to prove its versatility in practical appli...
A new class of lifetime distribution called complementary exponentiated BurrXII Poisson (CEBXIIP) di...
We study a new family of distributions defined by the minimum of the Poisson random number of indepe...
A new version of the Fréchet model is investigated and studied. Some of its are mathematically deriv...
A five-parameter distribution, called the exponentiated Burr XII Poisson distribution, is defined an...
In this thesis, a generalized modified Weibull distribution called the exponentiated modified Weibul...
In this paper we proposed a new two-parameters lifetime distribution with increasing failure rate. T...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
We study a new family of distributions defined by the minimum of the Poissonrandom number of indepen...
A simple method for obtaining moments of Poisson-Shanker distribution (PSD) introduced by Shanker [1...
A generalized Poisson- Akash distribution which includes Poisson-Akash distribution has been propose...
In this paper, we attempt to introduce a new lifetime model as a discrete version of the continuous ...
A new four parameter distribution called the Dagum-Poisson (DP) distribution is introduced and studi...
A new four parameter distribution called the Dagum-Poisson (DP) distribution is introduced and studi...
In this paper, a new distribution is introduced based on a continuous Weibull-Rayleigh distributi...
Estimation of parameter in a new discrete distribution which is analogous to Burr distribution is di...
A new class of lifetime distribution called complementary exponentiated BurrXII Poisson (CEBXIIP) di...
We study a new family of distributions defined by the minimum of the Poisson random number of indepe...
A new version of the Fréchet model is investigated and studied. Some of its are mathematically deriv...
A five-parameter distribution, called the exponentiated Burr XII Poisson distribution, is defined an...
In this thesis, a generalized modified Weibull distribution called the exponentiated modified Weibul...
In this paper we proposed a new two-parameters lifetime distribution with increasing failure rate. T...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
We study a new family of distributions defined by the minimum of the Poissonrandom number of indepen...
A simple method for obtaining moments of Poisson-Shanker distribution (PSD) introduced by Shanker [1...
A generalized Poisson- Akash distribution which includes Poisson-Akash distribution has been propose...
In this paper, we attempt to introduce a new lifetime model as a discrete version of the continuous ...
A new four parameter distribution called the Dagum-Poisson (DP) distribution is introduced and studi...
A new four parameter distribution called the Dagum-Poisson (DP) distribution is introduced and studi...
In this paper, a new distribution is introduced based on a continuous Weibull-Rayleigh distributi...
Estimation of parameter in a new discrete distribution which is analogous to Burr distribution is di...
A new class of lifetime distribution called complementary exponentiated BurrXII Poisson (CEBXIIP) di...
We study a new family of distributions defined by the minimum of the Poisson random number of indepe...
A new version of the Fréchet model is investigated and studied. Some of its are mathematically deriv...