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Assessing heterogeneity in clinical trials using the frailty model - Quantifying, interpreting and explaining heterogeneity over centers in multicenter cancer clinical trials

English · Paperback / Softback

Description

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While the primary objective of multicenter clinical trials is to compare treatments for a specific disease, they also contain a lot of relevant additional information. For example, it may be interesting to investigate heterogeneity in outcome and in treatment effect over centers. Considering a frailty model including a random center effect and a random treatment by center interaction term, we demonstrate how to quantify this heterogeneity, to interpret it based on medically relevant quantities, and to identify center and patient specific factors explaining it. Based on the same idea, we also propose to study heterogeneity in prognostic index effect over centers, and to use this information to get a new insight in the validation of prognostic indices. Various approaches are discussed to fit such a frailty model, and a Bayesian approach based on the Laplace approximation is detailled. We illustrate this research using data from an EORTC multicenter clinical trial for breast cancer and from a pooled database of seven EORTC clinical trials in bladder cancer patients.

About the author

Catherine Legrand, Modestylistin, war Mitbegründerin des Théâtre du Soleil in Paris, für das sie immer noch als Grafikdesignerin arbeitet. Für ihr Label À La Bonne Renommée entwirft sie von ethnischen Themen inspirierte Mode und verkauft sie in einer eigenen Boutique in Paris. Die Anregungen dazu lieferten ihr zahlreiche Reisen rund um die Welt, von denen sie Stoffe, Kleider und natürlich viele Fotos mitbrachte.

Product details

Authors Catherine Legrand
Publisher VDM Verlag Dr. Müller
 
Languages English
Product format Paperback / Softback
Released 30.03.2010
 
EAN 9783639213348
ISBN 978-3-639-21334-8
No. of pages 188
Dimensions 150 mm x 220 mm x 10 mm
Weight 266 g
Subject Natural sciences, medicine, IT, technology > Mathematics > Probability theory, stochastic theory, mathematical statistics

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