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Causal Inference

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Causal Inference Synopsis

Causal inference is a complex scientific task that relies on evidence from multiple sources and a variety of methodological approaches. By providing a cohesive presentation of concepts and methods that are currently scattered across journals in several disciplines, Causal Inference: What If provides an introduction to causal inference for scientists who design studies and analyze data. The book is divided into three parts of increasing difficulty: causal inference without models, causal inference with models, and causal inference from complex longitudinal data.

FEATURES:
Emphasizes taking the causal question seriously enough to articulate it with sufficient precision
Shows that causal inference from observational data relies on subject-matter knowledge and therefore cannot be reduced to a collection of recipes for data analysis
Describes causal diagrams, both directed acyclic graphs and single-world intervention graphs
Explains various data analysis approaches to estimate causal effects from individual-level data, including the g-formula, inverse probability weighting, g-estimation, instrumental variable estimation, outcome regression, and propensity score adjustment
Includes software and real data examples, as well as 'Fine Points' and 'Technical Points' throughout to elaborate on certain key topics

Causal Inference: What If has been written for all scientists that make causal inferences, including epidemiologists, statisticians, psychologists, economists, sociologists, political scientists, computer scientists, and more. The book is substantially class-tested, as it has been used in dozens of universities to teach courses on causal inference at graduate and advanced undergraduate level.

About This Edition

ISBN: 9781420076165
Publication date:
Author: Miguel A Hernan, James M Robins
Publisher: CRC Press
Format: Hardback
Pagination: 352 pages
Series: Chapman & Hall/CRC Monographs on Statistics & Applied Probability
Genres: Biology, life sciences
Epidemiology and Medical statistics
Probability and statistics

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