Seemingly unrelated linear regression models are introduced in which the distribution of the errors is a finite mixture of Gaussian distributions. Identifiability conditions are provided. The score vector and the Hessian matrix are derived. Parameter estimation is performed using the maximum likelihood method and an Expectation\u2013Maximisation algorithm is developed. The usefulness of the proposed methods and a numerical evaluation of their properties are illustrated through the analysis of simulated and real datasets
Generalized linear models have become a standard technique in the statistical modelling toolbox for ...
In many situations, the distribution of the error terms of a linear regression model departs signifi...
Finite mixture of regression (FMR) models can be reformulated as incomplete data problems and they c...
In some situations, the distribution of the error terms of a multivariate linear regression model ma...
none2noRecently, finite mixture models have been used to model the distribution of the error terms i...
Multivariate regression analysis is a well-known technique used to predict values of d responses fro...
In most applications, the parameters of a mixture of linear regression models are estimated by maxim...
Existing research on mixtures of regression models are limited to directly observed predictors. The ...
Linear regression models based on finite Gaussian mixtures represent a flexible tool for the analys...
In order to overcome the problems due to the unboundedness of the likelihood, constrained approaches...
Summary. Generalized linear models have become a standard technique in the statistical modelling too...
This paper addresses two crucial issues in multiple linear regression analysis: (i) error terms whos...
Identifiability is a necessary condition for the existence of consistent estimates for the parameter...
International audienceWe introduce in this paper a new mixture of regressions model which is a gener...
This paper presents a new extension of nonlinear regression models constructed by assuming the norma...
Generalized linear models have become a standard technique in the statistical modelling toolbox for ...
In many situations, the distribution of the error terms of a linear regression model departs signifi...
Finite mixture of regression (FMR) models can be reformulated as incomplete data problems and they c...
In some situations, the distribution of the error terms of a multivariate linear regression model ma...
none2noRecently, finite mixture models have been used to model the distribution of the error terms i...
Multivariate regression analysis is a well-known technique used to predict values of d responses fro...
In most applications, the parameters of a mixture of linear regression models are estimated by maxim...
Existing research on mixtures of regression models are limited to directly observed predictors. The ...
Linear regression models based on finite Gaussian mixtures represent a flexible tool for the analys...
In order to overcome the problems due to the unboundedness of the likelihood, constrained approaches...
Summary. Generalized linear models have become a standard technique in the statistical modelling too...
This paper addresses two crucial issues in multiple linear regression analysis: (i) error terms whos...
Identifiability is a necessary condition for the existence of consistent estimates for the parameter...
International audienceWe introduce in this paper a new mixture of regressions model which is a gener...
This paper presents a new extension of nonlinear regression models constructed by assuming the norma...
Generalized linear models have become a standard technique in the statistical modelling toolbox for ...
In many situations, the distribution of the error terms of a linear regression model departs signifi...
Finite mixture of regression (FMR) models can be reformulated as incomplete data problems and they c...