The coefficient of variations (CV) of each individual estimate and for all possible combinations of the estimates are used to see which parameters should be random in a nonlinear mixed effects model. From the difference of exponentials model simulations, when only one parameter is random, the sample CV of the coresponding estimate will be the highest rank and its mean is close to the population CV. When more than two independent random effects are considered, the corresponding sample CV of the individual estimate equally shares the highest and the mean of each individual CV estimate and their combinations are close to the population CV. An example on isolated perfused porcine skin flaps data is also presented and the multivariate coefficien...
It is traditionally assumed that the random effects in mixed models follow a multivariate normal dis...
The univariate coefficient of variation (CV) is a widely used measure to compare the relative disper...
Use of mixed models is advocated almost ubiquitously when regression analysis is applied in data set...
The objective of this paper is to find a simple way to test whether random effects are needed in a n...
A random effects model is presented to estimate multivariate data of mixed data types. Such data typ...
Mixed-effects models are commonly used in a large variety of disciplines to account for and describe...
Abstract Background Nonlinear mixed effects models provide a way to mathematically describe experime...
AbstractMixed effect models are fundamental tools for the analysis of longitudinal data, panel data ...
Recent studies in econometrics and statistics include many applications of random parameter models. ...
In analyzing longitudinal or clustered data with a mixed effects model (Laird and Ware, 1982), one m...
Linear mixed effects models have been widely used in different disciplines and have become a large r...
Nonlinear random coefficient models are found to be useful in growth studies and pharmacokinetic exp...
This paper surveys recently developed approaches to analyzing panel data with nonlinear models. We s...
We consider linear mixed models in which the observations are grouped. A `1-penalization on the fixe...
It is traditionally assumed that the random effects in mixed models follow a multivariate normal dis...
The univariate coefficient of variation (CV) is a widely used measure to compare the relative disper...
Use of mixed models is advocated almost ubiquitously when regression analysis is applied in data set...
The objective of this paper is to find a simple way to test whether random effects are needed in a n...
A random effects model is presented to estimate multivariate data of mixed data types. Such data typ...
Mixed-effects models are commonly used in a large variety of disciplines to account for and describe...
Abstract Background Nonlinear mixed effects models provide a way to mathematically describe experime...
AbstractMixed effect models are fundamental tools for the analysis of longitudinal data, panel data ...
Recent studies in econometrics and statistics include many applications of random parameter models. ...
In analyzing longitudinal or clustered data with a mixed effects model (Laird and Ware, 1982), one m...
Linear mixed effects models have been widely used in different disciplines and have become a large r...
Nonlinear random coefficient models are found to be useful in growth studies and pharmacokinetic exp...
This paper surveys recently developed approaches to analyzing panel data with nonlinear models. We s...
We consider linear mixed models in which the observations are grouped. A `1-penalization on the fixe...
It is traditionally assumed that the random effects in mixed models follow a multivariate normal dis...
The univariate coefficient of variation (CV) is a widely used measure to compare the relative disper...
Use of mixed models is advocated almost ubiquitously when regression analysis is applied in data set...