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Other titles in the Statistics in Practice series:

  1. An Introduction to Optimal Designs for Social and Biomedical Research
  2. Analysing Survival Data from Clinical Trials and Observational Studies
  3. Applied Data Mining for Business and Industry (2ND 09 Edition)
  4. Applied Mixed Models in Medicine
  5. Bayesian Analysis of Gene Expression Data
  6. Bayesian Approach to Intrepreting Archaeological Data
  7. Bayesian Networks: A Practical Guide to Applications
  8. Financial Surveillance
  9. Geostatistics for Environmental Scientists
  10. Geostatistics for Environmental Scientists
  11. Numerical Methods in Finance and Economics: A MATLAB-Based Introduction
  12. Population-Based Cancer Survival Analysis
  13. Practical Methods for Design and Analysis of Complex Surveys
  14. Quality of Life Outcomes in Clinical Trials and Health-Care Evaluation: A Practical Guide to Analysis and Interpretation
  15. Selection Bias and Covariate Imbalances in Randomized Clinical Trials
  16. Statistical Analysis and Modelling of Spatial Point Patterns
  17. Statistical Analysis of Microstructures in Materials Science
  18. Statistical and Methodological Aspects of Oral Health Research
  19. Statistical Development of Quality in Medicine
  20. Statistical Framework for Recreational Water Quality Criteria and Monitoring
  21. Statistical Issues in Drug Development
  22. Statistical Methods in E-Commerce Research
  23. Statistical Practice in Business and Industry
  24. Statistics & the Evaluation of Evide 2ND Edition
  25. Competing Risks: A Practical Perspective
  26. Statistical Methods for Dose-Finding Experiments
  27. New Drug Development: Design, Methodology, and Analysis
  28. Applied Mixed Models in Medicine
  29. Statistical Analysis of Cost-Effectiveness Data
  30. Bioequivalence Studies in Drug Development: Methods and Applications
  31. Time Series Data Analysis Using Eviews
  32. Simulation Techniques in Financial Risk Management
  33. Disease Mapping with Winbugs and Mlwin
  34. Nondetects and Data Analysis
  35. Statistical Estimation of Epidemiological Risk
  36. Management of Data in Clinical Trials
  37. Bayesian Networks and Probabilistic Inference in Forensic Science
  38. Missing Data in Clinical Studies
  39. Weight-Of-Evidence for Forensic DNA Profiles
  40. Statistical Methods for Groundwater Monitoring
  41. Uncertainty Modeling in Dose Response: Bench Testing Environmental Toxicity

Uncertain Judgements: Eliciting Experts' Probabilities (Statistics in Practice)

by Anthony O'hagan

Uncertain Judgements: Eliciting Experts' Probabilities (Statistics in Practice) Cover

Synopses & Reviews

Publisher Comments:

Elicitation is the process of extracting expert knowledge about some unknown quantity or quantities, and formulating that information as a probability distribution.  Elicitation is important in situations, such as modelling the safety of nuclear installations or assessing the risk of terrorist attacks, where expert knowledge is essentially the only source of good information.  It also plays a major role in other contexts by augmenting scarce observational data, through the use of Bayesian statistical methods. However, elicitation is not a simple task, and practitioners need to be aware of a wide range of research findings in order to elicit expert judgements accurately and reliably. Uncertain Judgementsintroduces the area, before guiding the reader through the study of appropriate elicitation methods, illustrated by a variety of multi-disciplinary examples.

This is achieved by:

  • Presenting a methodological framework for the elicitation of expert knowledge incorporating findings from both statistical and psychological research.
  • Detailing techniques for the elicitation of a wide range of standard distributions, appropriate to the most common types of quantities.
  • Providing a comprehensive review of the available literature and pointing to the best practice methods and future research needs.
  • Using examples from many disciplines, including statistics, psychology, engineering and health sciences.
  • Including an extensive glossary of statistical and psychological terms.

An ideal source and guide for statisticians and psychologists with interests in expert judgement or practical applications of Bayesian analysis, Uncertain Judgementswill also benefit decision-makers, risk analysts, engineers and researchers in the medical and social sciences.

Book News Annotation:

Team members of the Bayesiaan Elicitation of Experts' Probabilities research project, commissioned by the British National Health Service, report the findings of the study. They set out their view of what elicitation is, what constitutes the best current practice, glaring areas where more research is needed, and the existing literature. They find that the judgments of experts on uncertain quantities are likely to be highly context dependent, and their probabilities made rather on-the-fly in response to questioning. This does not negate the value of the judgments, but makes accounting for them more difficult. Annotation ©2006 Book News, Inc., Portland, OR (booknews.com)

Review:

“…will be of interest to those who are concerned with or interested primarily in the practicalities of modeling expert judgement and opinion.” (International Journal of Marketing, January 2007)

Review:

"I recommend 'Uncertain Judgements' as an excellent source for a wide variety of research." (Psychometrika, March 2008)

“…will be of interest to those who are concerned with or interested primarily in the practicalities of modeling expert judgement and opinion.” (International Journal of Marketing, January 2007)

Synopsis:

Uncertain Judgments Eliciting Experts' Probabilities presents a range of tried and tested elicitation methods to enable statisticians to get make the most of expert opinion. An elicitation method forms a bridge between an expert¿s opinion and an expression of these points in a statistically useful form. The development of an elicitation method therefore requires an understanding of both psychology and statistics. This book, written by a group of expert statisticians and psychologists provides an introduction to the subject and a detailed overview of the existing literature. The book guides the reader through the design of an elicitation method and details examples from a cross section of literature in the statistics, psychology, engineering, and health sciences disciplines.

About the Author

Professor Anthony O’Haganis the Director of The Centre for Bayesian Statistics in Health Economics at the University of Sheffield. The Centre is a collaboration between the Department of Probability and Statistics and the School of Health and Related Research (ScHARR). The Department of Probability and Statistics is internationally respected for its research in Bayesian statistics, while ScHARR is one of the leading UK centres for economic evaluation.

Prof O’Hagan is an internationally leading expert in Bayesian Statistics.

Co-authors:

Professor Paul Gathwaite– Open University, Prof of Statistics, Maths and Computing

Dr Jeremy Oakley– Sheffield University

Professor John Brazier– Director of Health Economics Group, University of Sheffield

Dr Tim Rakow– University of Essex, Psychology Department

Dr Alireza Daneshkhah– University of Sheffield, Medical Statistics Department

Dr Jim Chilcott- School of Health Research, University of Sheffield, Department of OR

Product Details

ISBN:
9780470029992
Subtitle:
Eliciting Experts' Probabilities
Author:
O'hagan, Anthony
Author:
Rakow, Tim
Author:
Jenkinson, David J.
Author:
Garthwaite, Paul H.
Author:
Buck, Caitlin E.
Author:
Oakley, Jeremy E.
Author:
O'Hagan, Anthony
Author:
Eiser, J. Richard
Author:
Daneshkhah, Alireza
Publisher:
John Wiley & Sons
Subject:
Statistics
Subject:
Mathematical statistics
Subject:
Probability & Statistics - General
Subject:
Bayesian statistical decision theory
Copyright:
Series:
Statistics in Practice
Series Volume:
35
Publication Date:
October 2006
Binding:
Hardcover
Grade Level:
Professional and scholarly
Language:
English
Illustrations:
Y
Pages:
321
Dimensions:
9.04x6.26x.93 in. 1.34 lbs.

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