Modeling Dose-Response Microarray Data in Early Drug Development Experiments Using R
This book focuses on the analysis of dose-response microarray data in pharmaceutical settings, the goal being to cover this important topic for early drug development experiments and to provide user-friendly R packages that can be used to analyze this data. It is intended for biostatisticians and bioinformaticians in the pharmaceutical industry, biologists, and biostatistics/bioinformatics graduate students.
Part I of the book is an introduction, in which we discuss the dose-response setting and the problem of estimating normal means under order restrictions. In particular, we discuss the pooled-adjacent-violator (PAV) algorithm and isotonic regression, as well as inference under order restrictions and non-linear parametric models, which are used in the second part of the book.
Part II is the core of the book, in which we focus on the analysis of dose-response microarray data. Methodological topics discussed include:
• Multiplicity adjustment
• Test statistics and procedures for the analysis of dose-response microarray data
• Resampling-based inference and use of the SAM method for small-variance genes in the data
• Identification and classification of dose-response curve shapes
• Clustering of order-restricted (but not necessarily monotone) dose-response profiles
• Gene set analysis to facilitate the interpretation of microarray results
• Hierarchical Bayesian models and Bayesian variable selection
• Non-linear models for dose-response microarray data
• Multiple contrast tests
• Multiple confidence intervals for selected parameters adjusted for the false coverage-statement rate
All methodological issues in the book are illustrated using real-world examples of dose-response microarray datasets from early drug development experiments.
This book focuses on the analysis of microarray data in the dose-response setting in early drug development experiments in the pharmaceutical industry Part I discusses the dose-response setting and the problem of estimation of normal means under order restrictions Part II demonstrates the use of the IsoGene R library and in particular its graphical capacity