In this paper we propose the beta slashed generalised half-normal distribution, which includes some important distributions such as the half-normal, slashed half-normal and generalised slashed half-normal distributions. Explicit expressions for the cumulative distribution and characteristic functions are derived. The maximum likelihood estimates of the parameters are obtained via the EM algorithm and the value of the proposed model is illustrated with an application on fatigue data.This work was based on research supported by STATOMET, Department of Statistics, University of Pretoria.http://www.sastat.org.za/journal/informationhttp://www.journals.co.za/content/journal/sasjam2018Statistic
Com o avanço tecnológico aprimorado, diferentes comportamentos do tempo de vida vem sendo estudados,...
In this work we introduce a generalization of the slash distribution using beta-normal distribution....
We consider a new generalization of the skew-normal distribution introduced by Azzalini (1985). We ...
We introduce a log-linear regression model based on the beta generalized half-normal distribution (P...
On the basis of the half-Cauchy distribution, we propose the called beta-half-Cauchy distribution fo...
In this paper, an extension of the power half-normal (PHN) distribution is introduced. This new mode...
In this paper we introduce a new distribution, namely, the slashed half-normal distribution and it c...
In this article we introduce a new distribution which is constructed by taking, as a base, the absol...
Some characteristics of the normal distribution may not be ideal to model in many applications. We d...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
In this paper, we propose a new three-parameter distribution on the positive real line, called the g...
Uma nova família de distribuições denominada distribuição beta generalizada semi-normal, que inclui ...
In this work we considered a general class of distributions gener- ated from the logit of the beta r...
In this research, we generalize the Half normal distribution which is a special case of folded norma...
A new discrete two-parameter distribution is introduced by discretizing a generalized half-normal di...
Com o avanço tecnológico aprimorado, diferentes comportamentos do tempo de vida vem sendo estudados,...
In this work we introduce a generalization of the slash distribution using beta-normal distribution....
We consider a new generalization of the skew-normal distribution introduced by Azzalini (1985). We ...
We introduce a log-linear regression model based on the beta generalized half-normal distribution (P...
On the basis of the half-Cauchy distribution, we propose the called beta-half-Cauchy distribution fo...
In this paper, an extension of the power half-normal (PHN) distribution is introduced. This new mode...
In this paper we introduce a new distribution, namely, the slashed half-normal distribution and it c...
In this article we introduce a new distribution which is constructed by taking, as a base, the absol...
Some characteristics of the normal distribution may not be ideal to model in many applications. We d...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
In this paper, we propose a new three-parameter distribution on the positive real line, called the g...
Uma nova família de distribuições denominada distribuição beta generalizada semi-normal, que inclui ...
In this work we considered a general class of distributions gener- ated from the logit of the beta r...
In this research, we generalize the Half normal distribution which is a special case of folded norma...
A new discrete two-parameter distribution is introduced by discretizing a generalized half-normal di...
Com o avanço tecnológico aprimorado, diferentes comportamentos do tempo de vida vem sendo estudados,...
In this work we introduce a generalization of the slash distribution using beta-normal distribution....
We consider a new generalization of the skew-normal distribution introduced by Azzalini (1985). We ...