A simulated annealing version of the EM algorithm for non-Gaussian deconvolution
Statistics and Computing
A simulated pseudo-maximum likelihood estimator for nonlinear mixed models
Computational Statistics & Data Analysis
Computational Statistics & Data Analysis
EM algorithms for nonlinear mixed effects models
Computational Statistics & Data Analysis
A parameter expansion version of the SAEM algorithm
Statistics and Computing
Nonlinear random effects mixture models: Maximum likelihood estimation via the EM algorithm
Computational Statistics & Data Analysis
Computer Methods and Programs in Biomedicine
Inference in HIV dynamics models via hierarchical likelihood
Computational Statistics & Data Analysis
A numerical method for minimum distance estimation problems
Journal of Multivariate Analysis
Parametric approximation of functions using genetic algorithms: an example with a logistic curve
NMA'10 Proceedings of the 7th international conference on Numerical methods and applications
Computing and estimating information matrices of weak ARMA models
Computational Statistics & Data Analysis
Estimation in nonlinear mixed-effects models using heavy-tailed distributions
Statistics and Computing
Maximum likelihood estimation in discrete mixed hidden Markov models using the SAEM algorithm
Computational Statistics & Data Analysis
An empirical Bayes procedure for the selection of Gaussian graphical models
Statistics and Computing
On a convergent stochastic estimation algorithm for frailty models
Statistics and Computing
Computer Methods and Programs in Biomedicine
Computational Statistics & Data Analysis
Nonlinear nonparametric mixed-effects models for unsupervised classification
Computational Statistics
Estimating mixed-effects differential equation models
Statistics and Computing
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A stochastic approximation version of EM for maximum likelihood estimation of a wide class of nonlinear mixed effects models is proposed. The main advantage of this algorithm is its ability to provide an estimator close to the MLE in very few iterations. The likelihood of the observations as well as the Fisher Information matrix can also be estimated by stochastic approximations. Numerical experiments allow to highlight the very good performances of the proposed method.