AbstractThis paper presents an improved and simplified version of the unifying probability density function of [1]. The improved unifying density function is shown to be the parent of the Rayleigh distribution in addition to the Weibull-, gamma-, Erlang-, χ2- and exponential distributions. The means and variances of the relating child distributions can be found easily by substitution using the established relationships
summary:In this work a univariate random variable is considered which includes some important partic...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...
This paper presents an improved and simplified version of the unifying probability density function ...
AbstractThis paper presents an improved and simplified version of the unifying probability density f...
This paper presents a new unifying continuous probability density function. It is shown that the con...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
AbstractThis paper presents a new unifying continuous probability density function. It is shown that...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
We propose and study a two-parameter univariate distribution called the Lomax-Rayleigh distribution,...
We propose and study a two-parameter univariate distribution called the Lomax-Rayleigh distribution,...
A new four-parameter probability model, referred to the exponentiated Weibull Rayleigh (EWR) distrib...
A new method for generating family of distributions was proposed. Some fundamental properties of the...
summary:In this work a univariate random variable is considered which includes some important partic...
summary:In this work a univariate random variable is considered which includes some important partic...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...
This paper presents an improved and simplified version of the unifying probability density function ...
AbstractThis paper presents an improved and simplified version of the unifying probability density f...
This paper presents a new unifying continuous probability density function. It is shown that the con...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
AbstractThis paper presents a new unifying continuous probability density function. It is shown that...
summary:In this paper we propose a new generalized Rayleigh distribution different from that introdu...
We propose and study a two-parameter univariate distribution called the Lomax-Rayleigh distribution,...
We propose and study a two-parameter univariate distribution called the Lomax-Rayleigh distribution,...
A new four-parameter probability model, referred to the exponentiated Weibull Rayleigh (EWR) distrib...
A new method for generating family of distributions was proposed. Some fundamental properties of the...
summary:In this work a univariate random variable is considered which includes some important partic...
summary:In this work a univariate random variable is considered which includes some important partic...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...
Various characterizations of the Beta Weibull Geometric distribution of Bidram et al. (2011), the Ne...