Quantile regression permits describing how quantiles of a scalar response vari- able depend on a set of predictors. Because a unique de nition of multivariate quantiles is lacking, extending quantile regression to multivariate responses is somewhat complicated. In this paper, we describe a simple approach based on a two-step procedure: in the rst step, quantile regression is applied to each re- sponse separately; in the second step, the joint distribution of the signs of the residuals is modeled through multinomial regression. The described approach does not require a multidimensional de nition of quantiles, and can be used to capture important features of a multivariate response and assess the e ects of co- variates on the correl...
An M-quantile regression model is developed for the analysis of multiple dependent outcomes by intro...
When dealing with the association between some random variable and two covariates, extensive experie...
The approach described in this talk starts with Bock's (1972) nominal response model (NRM). The NRM...
In this thesis, we propose a non-parametric method to study the dependence of the quantiles of a mu...
Quantile regression models are a powerful tool for studying different points of the conditional dist...
The goal of this thesis is to bridge the gap between univariate and multivariate quantiles by extend...
In many fields of applications, linear regression is the most widely used statistical method to anal...
Motivated by the analysis of data from the UK Millennium Cohort Study on emotional and behavioural d...
Abstract Weighted Quantile Sum Regression for Analyzing Correlated Predictors Acting Through a Media...
Quantile regression is about estimating the quantiles of some d-dimensional response Y conditional o...
Parametric models often require strong distributional assumptions about the data and are usually sen...
In the present work we generalize the univariate M-quantile regression to the analysis of multivaria...
In this paper we aim at nding similarities among the coefficients from a multivariate regression. Us...
AbstractNonparametric quantile regression with multivariate covariates is a difficult estimation pro...
This paper proposes a maximum likelihood approach to jointly estimate marginal conditional quantiles...
An M-quantile regression model is developed for the analysis of multiple dependent outcomes by intro...
When dealing with the association between some random variable and two covariates, extensive experie...
The approach described in this talk starts with Bock's (1972) nominal response model (NRM). The NRM...
In this thesis, we propose a non-parametric method to study the dependence of the quantiles of a mu...
Quantile regression models are a powerful tool for studying different points of the conditional dist...
The goal of this thesis is to bridge the gap between univariate and multivariate quantiles by extend...
In many fields of applications, linear regression is the most widely used statistical method to anal...
Motivated by the analysis of data from the UK Millennium Cohort Study on emotional and behavioural d...
Abstract Weighted Quantile Sum Regression for Analyzing Correlated Predictors Acting Through a Media...
Quantile regression is about estimating the quantiles of some d-dimensional response Y conditional o...
Parametric models often require strong distributional assumptions about the data and are usually sen...
In the present work we generalize the univariate M-quantile regression to the analysis of multivaria...
In this paper we aim at nding similarities among the coefficients from a multivariate regression. Us...
AbstractNonparametric quantile regression with multivariate covariates is a difficult estimation pro...
This paper proposes a maximum likelihood approach to jointly estimate marginal conditional quantiles...
An M-quantile regression model is developed for the analysis of multiple dependent outcomes by intro...
When dealing with the association between some random variable and two covariates, extensive experie...
The approach described in this talk starts with Bock's (1972) nominal response model (NRM). The NRM...