The class of gamma regression models is based on the assumption that the dependent variable is gamma distributed and that its mean is related to a set of regressors through a linear predictor with unknown coefficients and a link function. This link can be the identity, the inverse or the logarithm function. The model also includes a shape parameter, which may be constant or dependent on a set of regressors through a link function, as the logarithm function. In this paper we describe the Gammareg Rpackage, which provides the class of gamma regressions in the R system for their statistical computing. The underlying theory is briefly presented and the library implementation illustrated from simulation studies
In this paper, some structural properties of Generalized Gamma Distribution (GGD) have been establis...
This paper develops a class of density regression models based on proportional hazards family, namel...
Quantile regression offers an extension to regression analysis where a modified version of the least...
The class of gamma regression models is based on the assumption that the dependent variable is gamma...
In this paper we propose a new residuals for gamma regression models, assuming that both mean and sh...
The gamma distribution is one of the most important parametric models in probability theory and stat...
Since the gamma distribution is one of the most important models, and no convenient statistical tool...
This paper introduces a new extension of the gamma distribution, named as a new extended gamma dist...
The ridge regression model has been consistently demonstrated to be an attractive shrinkage method t...
We propose and study a new log-gamma Weibull regression model. We obtain explicit expressions for th...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
Propor uma família de distribuição de probabilidade mais ampla e flexível é de grande importância em...
A regression model is considered in which the response variables have gamma distributions with a co...
The known linear regression model (LRM) is used mostly for modelling the QSAR relationship between t...
Studies on probability distribution functions and their properties are needful as they are very impo...
In this paper, some structural properties of Generalized Gamma Distribution (GGD) have been establis...
This paper develops a class of density regression models based on proportional hazards family, namel...
Quantile regression offers an extension to regression analysis where a modified version of the least...
The class of gamma regression models is based on the assumption that the dependent variable is gamma...
In this paper we propose a new residuals for gamma regression models, assuming that both mean and sh...
The gamma distribution is one of the most important parametric models in probability theory and stat...
Since the gamma distribution is one of the most important models, and no convenient statistical tool...
This paper introduces a new extension of the gamma distribution, named as a new extended gamma dist...
The ridge regression model has been consistently demonstrated to be an attractive shrinkage method t...
We propose and study a new log-gamma Weibull regression model. We obtain explicit expressions for th...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
Propor uma família de distribuição de probabilidade mais ampla e flexível é de grande importância em...
A regression model is considered in which the response variables have gamma distributions with a co...
The known linear regression model (LRM) is used mostly for modelling the QSAR relationship between t...
Studies on probability distribution functions and their properties are needful as they are very impo...
In this paper, some structural properties of Generalized Gamma Distribution (GGD) have been establis...
This paper develops a class of density regression models based on proportional hazards family, namel...
Quantile regression offers an extension to regression analysis where a modified version of the least...