In this section some aspects of linear statistical models or regression models will be reviewed. Topics covered will include linear least-squares fits of predictands to predictors, correlation coefficients, multiple regression, and statistical prediction. These are generally techniques for showing linear relationships between variables, or for modeling one variable (the predictand) in terms of others (the predictors). They are useful in exploring data and in fitting data. They are a good introduction to more sophisticated methods of linear statistical modeling
Ordinary least square is the common way to estimate linear regression models. When inputs are correl...
Least-squares means are predictions from a linear model, or averages thereof. They are useful in the...
In this review, we describe and illustrate the selection and use of some appropriate regression mode...
This chapter deals with the multiple linear regression. That is we investigate the situation where t...
Linear regression is a statistical procedure for calculating the value of a dependent variable from ...
Regression is the branch of Statistics in which a dependent variable of interest is modelled as a li...
Linear regression is a powerful tool for investigating the relationships between multiple variables ...
International audienceThis chapter deals with the very simple situation where the mean of a variable...
. A general linear model can be written as Y = XB 0 + U , where Y is an N \Theta p matrix of obser...
Regression analysis is an important statistical tool for analyzing the relationships between depende...
International audienceThis article and its sequel form an introduction to the field of regression an...
A new approach of estimating parameters in multivariate models is introduced. A fitting function wil...
Linear models are a type of mathematical model commonly used by statisticians in order to capture th...
Abstract. In this paper, we obtain fitting conditions for some linearisables regressional models. Th...
Ordinary least square is the common way to estimate linear regression models. When inputs are correl...
Least-squares means are predictions from a linear model, or averages thereof. They are useful in the...
In this review, we describe and illustrate the selection and use of some appropriate regression mode...
This chapter deals with the multiple linear regression. That is we investigate the situation where t...
Linear regression is a statistical procedure for calculating the value of a dependent variable from ...
Regression is the branch of Statistics in which a dependent variable of interest is modelled as a li...
Linear regression is a powerful tool for investigating the relationships between multiple variables ...
International audienceThis chapter deals with the very simple situation where the mean of a variable...
. A general linear model can be written as Y = XB 0 + U , where Y is an N \Theta p matrix of obser...
Regression analysis is an important statistical tool for analyzing the relationships between depende...
International audienceThis article and its sequel form an introduction to the field of regression an...
A new approach of estimating parameters in multivariate models is introduced. A fitting function wil...
Linear models are a type of mathematical model commonly used by statisticians in order to capture th...
Abstract. In this paper, we obtain fitting conditions for some linearisables regressional models. Th...
Ordinary least square is the common way to estimate linear regression models. When inputs are correl...
Least-squares means are predictions from a linear model, or averages thereof. They are useful in the...
In this review, we describe and illustrate the selection and use of some appropriate regression mode...