1. Identification of the minimum effective dose for normally distributed data using a Bayesian variable selection approach
- Author
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Daniel Gerhard, Adetayo Kasim, Ziv Shkedy, Martin Otava, Ludwig A. Hothorn, Willem Talloen, OTAVA, Martin, SHKEDY, Ziv, Hothorn, Ludwig A., TALLOEN, Willem, Gerhard, Daniel, and KASIM, Adetayo
- Subjects
Statistics and Probability ,Mathematical optimization ,Normal Distribution ,Information Criteria ,Feature selection ,01 natural sciences ,010104 statistics & probability ,03 medical and health sciences ,0302 clinical medicine ,Bayesian information criterion ,Humans ,Pharmacology (medical) ,030212 general & internal medicine ,0101 mathematics ,Selection (genetic algorithm) ,Mathematics ,Pharmacology ,Dose-Response Relationship, Drug ,Model selection ,Bayesian variable selection ,Uncertainty ,minimum effective dose ,model selection ,model uncertainty ,order restricted models ,Bayes Theorem ,Noise ,Identification (information) ,Data Interpretation, Statistical - Abstract
The identification of the minimum effective dose is of high importance in the drug development process. In early stage screening experiments, establishing the minimum effective dose can be translated into a model selection based on information criteria. The presented alternative, Bayesian variable selection approach, allows for selection of the minimum effective dose, while taking into account model uncertainty. The performance of Bayesian variable selection is compared with the generalized order restricted information criterion on two dose-response experiments and through the simulations study. Which method has performed better depends on the complexity of the underlying model and the effect size relative to noise. Martin Otava and Ziv Shkedy gratefully acknowledge the support from the IAP Research Network P7/06 of the Belgian State (Belgian Science Policy). Martin Otava gratefully acknowledge the financial support of the Research Project BOF11DOC09 of Hasselt University.
- Published
- 2017