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About this product
- DescriptionIn recent years, small groups of statisticians, computer scientists, and philosophers have developed an account of how partial causal kwledge can be used to compute the effect of actions and how causal relations can be learned, at least by computers. The representations used in the emerging theory are causal Bayes nets or graphical causal models. In his new book, Clark Glymour provides an informal introduction to the basic assumptions, algorithms, and techniques of causal Bayes nets and graphical causal models in the context of psychological examples. He demonstrates their potential as a powerful tool for guiding experimental inquiry and for interpreting results in developmental psychology, cognitive neuropsychology, psychometrics, social psychology, and studies of adult judgment. Using Bayes net techniques, Glymour suggests vel experiments to distinguish among theories of human causal learning and reanalyzes various experimental results that have been interpreted or misinterpreted -- without the benefit of Bayes nets and graphical causal models. The capstone illustration is an analysis of the methods used in Herrnstein and Murray's book The Bell Curve; Glymour argues that new, more reliable methods of data analysis, based on Bayes nets representations, would lead to very different conclusions from those advocated by Herrnstein and Murray.
- Author BiographyClark Glymour is Alumni University Professor in the Department of Philosophy at Carnegie Mellon University and Senior Research Scientist at Florida Institute for Human and Machine Cognition. He is the author of The Mind's Arrows: Bayes Nets and Graphical Causal Models in Psychology (MIT Press), Galileo in Pittsburgh, and other books.
- Author(s)Clark Glymour
- PublisherMIT Press Ltd
- Date of Publication23/01/2002
- SubjectPsychology: Professional & General
- Place of PublicationMassachusetts
- Country of PublicationUnited States
- ImprintBradford Books
- Content Note100 illus.
- Weight522 g
- Width152 mm
- Height229 mm
- Spine25 mm
- Interest AgeFrom 18
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