International audienceWide-Ranging Coverage of Parametric Modeling in Linear and Nonlinear Mixed Effects Models:Mixed Effects Models for the Population Approach: Models, Tasks, Methods and Tools presents a rigorous framework for describing, implementing, and using mixed effects models. With these models, readers can perform parameter estimation and modeling across a whole population of individuals at the same time.Easy-to-Use Techniques and Tools for Real-World Data Modeling:The book first shows how the framework allows model representation for different data types, including continuous, categorical, count, and time-to-event data. This leads to the use of generic methods, such as the stochastic approximation of the EM algorithm (SAEM), for ...
Population PK models aim to describe the change in drug concentration over time for a specific popul...
The nonlinear mixed effects models (NLMEM) are widespread modeling techniques in PKPD analysis and e...
Moscatelli A, Mezzetti M, Lacquaniti F. Modeling psychophysical data at the population-level: the ge...
An accessible and self-contained introduction to statistical models-now in a modernized new editionG...
Mixed-effect modeling is recommended for data with repeated measures, as often encountered in design...
This paper provides motivation for the use of mixed linear models (i.e. fixed and random effects mod...
In this HAL v2: correction of a bibtex bug for the now duly referenced book [20] and special issue [...
We derive estimates of parameters for a mixed model. First, parameters are defined in a population. ...
Mixed models may be defined with or without reference to sampling, and can be used to predict realiz...
We propose a scaled linear mixed model to assess the effects of exposure and other covariates on mul...
Mixed-effect models are widely used for the analysis of correlated data such as longitudinal data an...
International audienceAn alternative estimation approach is proposed to fit a linear mixed effects m...
This paper provides an introduction to mixed-effects models for the analysis of repeated measurement...
2015-04-21Change over time often takes on a nonlinear form which can introduce complexities in model...
Mixed modelling is one of the most promising and exciting areas of statistical analysis, enabling mo...
Population PK models aim to describe the change in drug concentration over time for a specific popul...
The nonlinear mixed effects models (NLMEM) are widespread modeling techniques in PKPD analysis and e...
Moscatelli A, Mezzetti M, Lacquaniti F. Modeling psychophysical data at the population-level: the ge...
An accessible and self-contained introduction to statistical models-now in a modernized new editionG...
Mixed-effect modeling is recommended for data with repeated measures, as often encountered in design...
This paper provides motivation for the use of mixed linear models (i.e. fixed and random effects mod...
In this HAL v2: correction of a bibtex bug for the now duly referenced book [20] and special issue [...
We derive estimates of parameters for a mixed model. First, parameters are defined in a population. ...
Mixed models may be defined with or without reference to sampling, and can be used to predict realiz...
We propose a scaled linear mixed model to assess the effects of exposure and other covariates on mul...
Mixed-effect models are widely used for the analysis of correlated data such as longitudinal data an...
International audienceAn alternative estimation approach is proposed to fit a linear mixed effects m...
This paper provides an introduction to mixed-effects models for the analysis of repeated measurement...
2015-04-21Change over time often takes on a nonlinear form which can introduce complexities in model...
Mixed modelling is one of the most promising and exciting areas of statistical analysis, enabling mo...
Population PK models aim to describe the change in drug concentration over time for a specific popul...
The nonlinear mixed effects models (NLMEM) are widespread modeling techniques in PKPD analysis and e...
Moscatelli A, Mezzetti M, Lacquaniti F. Modeling psychophysical data at the population-level: the ge...