AbstractThree new multivariate semi-logistic distributions (denoted by MSL(1), MSL(2), and GMSL respectively) are studied in this paper. They are more general than Gumbel’s (1961) [1] and Arnold’s (1992) [2] multivariate logistic distributions. They may serve as competitors to these commonly used multivariate logistic distributions. Various characterization theorems via geometric maximization and geometric minimization procedures of the three MSL(1), MSL(2) and GMSL are proved. The particular multivariate logistic distribution used in the multiple logistic regression model is introduced. Its characterization theorem is also studied. Finally, some further research work on these MSL is also presented. Some probability density plots and contou...
In this article, we propose a new generalized multivariate log-gamma distribution. We consider the u...
A new family of distributions called the type II half logistic is introduced and studied. Four new...
In this paper, a new generalized distribution called the gamma log-logistic Weibull (GLLoGW) distrib...
AbstractThree new multivariate semi-logistic distributions (denoted by MSL(1), MSL(2), and GMSL resp...
Multivariate semi-logistic distribution is introduced and studied. Some characterizations properties...
Marshall-Olkin Multivariate semi-logistic distribution (MO-MSL) and Marshall-Olkin multivariate logi...
The logistic distribution has found important applications in many different fields and several di...
AbstractSome multivariate semi-Weibull (denoted by MSW) distributions including the Marshall–Olkin m...
AbstractRandom geometric minima of logistic random variables are again logistic. Certain multivariat...
summary:The Multivariate Extreme Value distributions have shown their usefulness in environmental st...
In this paper, relationships between the generalized logistic and other distributions are given. Som...
AbstractBecause of their flexibility, recently, much attention has been given to the study of genera...
A univariate logistic distribution can be specified by considering a suitable form for the odds in f...
Because of their flexibility, recently, much attention has been given to the study of generalized di...
Huang S. and Oluyede (2016), Oluyede et al. (2016), Krishnarani (2016) and Rather and Rather (2017) ...
In this article, we propose a new generalized multivariate log-gamma distribution. We consider the u...
A new family of distributions called the type II half logistic is introduced and studied. Four new...
In this paper, a new generalized distribution called the gamma log-logistic Weibull (GLLoGW) distrib...
AbstractThree new multivariate semi-logistic distributions (denoted by MSL(1), MSL(2), and GMSL resp...
Multivariate semi-logistic distribution is introduced and studied. Some characterizations properties...
Marshall-Olkin Multivariate semi-logistic distribution (MO-MSL) and Marshall-Olkin multivariate logi...
The logistic distribution has found important applications in many different fields and several di...
AbstractSome multivariate semi-Weibull (denoted by MSW) distributions including the Marshall–Olkin m...
AbstractRandom geometric minima of logistic random variables are again logistic. Certain multivariat...
summary:The Multivariate Extreme Value distributions have shown their usefulness in environmental st...
In this paper, relationships between the generalized logistic and other distributions are given. Som...
AbstractBecause of their flexibility, recently, much attention has been given to the study of genera...
A univariate logistic distribution can be specified by considering a suitable form for the odds in f...
Because of their flexibility, recently, much attention has been given to the study of generalized di...
Huang S. and Oluyede (2016), Oluyede et al. (2016), Krishnarani (2016) and Rather and Rather (2017) ...
In this article, we propose a new generalized multivariate log-gamma distribution. We consider the u...
A new family of distributions called the type II half logistic is introduced and studied. Four new...
In this paper, a new generalized distribution called the gamma log-logistic Weibull (GLLoGW) distrib...