Marc Lavielle

Mixed Effects Models for the Population Approach (eBook, PDF)

Models, Tasks, Methods and Tools

• Format: PDF

Produktbeschreibung

This book provides wide-ranging coverage of parametric modeling in linear and nonlinear mixed effects models. It presents a rigorous approach 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. The book takes readers through the whole modeling process, from defining/creating a parametric model to performing tasks on the model using various mathematical methods. Numerous examples illustrate how to implement the models using the Monolix software.

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Produktdetails

• Verlag: Taylor & Francis
• Seitenzahl: 383
• Erscheinungstermin: 14. Juli 2014
• Englisch
• ISBN-13: 9781482226515
• Artikelnr.: 43978650

Autorenporträt

Marc Lavielle is a statistician specializing in computational statistics and healthcare applications. He holds a Ph.D. in statistics from University Paris-Sud, Orsay. He was named professor at Paris Descartes University and joined Inria as research director in 2007. Creator of the Monolix software, he led the Monolix software development project at Inria between 2009 and 2011. He created the CNRS Research Group "Statistics and Health" in 2007. Since 2009, Dr. Lavielle has been a member of the French High Council of Biotechnologies, where he promotes the use of sound statistical methods to evaluate health and environmental risks related to genetically modified organisms (GMOs).

Inhaltsangabe

Introduction and Preliminary Concepts: Overview. Mixed Effects Models vs
Hierarchical Models. What Is a Model? A Joint Probability Distribution!
Defining Models: Modeling Observations. Modeling the Individual Parameters.
Extensions. Using Models: Tasks and Methods. Examples. Algorithms.
Appendices: The Individual Approach. Some Useful Results. Introduction to
Pharmacokinetics Modeling. Tools. Bibliography. Glossary. Index.

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Introduction and Preliminary Concepts: Overview. Mixed Effects Models vs Hierarchical Models. What Is a Model? A Joint Probability Distribution! Defining Models: Modeling Observations. Modeling the Individual Parameters. Extensions. Using Models: Tasks and Methods. Examples. Algorithms. Appendices: The Individual Approach. Some Useful Results. Introduction to Pharmacokinetics Modeling. Tools. Bibliography. Glossary. Index.

Rezensionen

"Although there are many excellent books available on mixed linear models and generalized linear mixed models, few provide broad coverage of nonlinear models. The strength of this text is the extensive coverage of the modeling of nonlinear trajectories in a wide variety of forms." (Journal of the American Statistical Association)

"... the text contains much of interest to the applied statistician who may be working as a consultant. ... I found the text useful to explain the difference between individual and population models so I have no hesitation in recommending this book for applied statisticians who may need a few well-developed examples from which to explain, and explore, statistical concepts and hierarchical modeling with non-statistical clients. In addition to model formulation and parameter estimation, the author addresses topics in model selection and diagnostic tools, too. ... a valuable text that is well-worth reading ..."
-International Statistical Review, 2015

"... it is very precise ... I was pleasantly surprised at how readable it was ... a very good addition to the books of Davidian and Giltinan and Bonate. ... an essential companion to the Monolix software ... I would highly recommend it to all practitioners of the population approach for the systematic and thorough way it presents the subject."
-CPT: Pharmacometrics & Systems Pharmacology, 2015

"... the first combination of a 'how-to' framework for statisticians and mathematicians with a thorough description of the statistical and mathematical models for users with a clinical background. ... an excellent book on how to model biopharmaceutical data with a very good structure and solid lecture materials."
-Julie Bertrand, Journal of Biopharmaceutical Statistics