Description

Book Synopsis

Illustrating a simple, novel method for solving an array of statistical problems, Observed Confidence Levels: Theory and Application describes the basic development of observed confidence levels, a methodology that can be applied to a variety of common multiple testing problems in statistical inference. It focuses on the modern nonparametric framework of bootstrap-based estimates, allowing for substantial theoretical development and for relatively simple solutions to numerous interesting problems.

After an introduction, the book develops the theory and application of observed confidence levels for general scalar parameters, vector parameters, and linear models. It then examines nonparametric problems often associated with smoothing methods, including nonparametric density estimation and regression. The author also describes applications in generalized linear models, classical nonparametric statistics, multivariate analysis, and survival analysis as well as compares the method of observed confidence levels to hypothesis testing, multiple comparisons, and Bayesian posterior probabilities. In addition, the appendix presents some background material on the asymptotic expansion theory used in the book.

Helping you choose the most reliable method for a variety of problems, this book shows how observed confidence levels provide useful information on the relative truth of hypotheses in multiple testing problems.



Trade Review
... The text is at a Ph.D. level because of the asymptotic theory, but many of the ideas are simple and may be of great use. The text is useful for researchers who want to learn about observed confidence levels, and the topic of observed confidence levels would be a useful addition to a course on resampling methods such as the bootstrap. ... The website (www.math.niu.edu/~polansky/oclbook/) contains R functions and data sets. -Technometrics, May 2009, Vol. 51, No. 2 ...The breadth of real examples that the author provides certainly demonstrates that this is a class of techniques worth considering. -International Statistical Review (2009), 77, 2 ...In summary, the book was written with the objectives of educating the reader on the mechanics, general theory, practical implementation, and potential uses of observed confidence as a new approach to multiple testing. In my opinion the book delivers on these. Observed confidence is laid out, but not oversold, which I also appreciated ... I was impressed by both the text and the testing method. -Daniel J. Nordman, Iowa State University, Journal of the American Statistical Association, June 2009, Vol. 104, No. 486

Table of Contents
Preface. Introduction. Single Parameter Problems. Multiple Parameter Problems. Linear Models and Regression. Nonparametric Smoothing Problems. Further Applications. Connections and Comparisons. Appendix. References. Index.

Observed Confidence Levels: Theory and

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    A Hardback by Alan M. Polansky

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      View other formats and editions of Observed Confidence Levels: Theory and by Alan M. Polansky

      Publisher: Taylor & Francis Inc
      Publication Date: Publication Date: 26/10/2007
      ISBN13: 9781584888024, 978-1584888024
      ISBN10: 1584888024

      Description

      Book Synopsis

      Illustrating a simple, novel method for solving an array of statistical problems, Observed Confidence Levels: Theory and Application describes the basic development of observed confidence levels, a methodology that can be applied to a variety of common multiple testing problems in statistical inference. It focuses on the modern nonparametric framework of bootstrap-based estimates, allowing for substantial theoretical development and for relatively simple solutions to numerous interesting problems.

      After an introduction, the book develops the theory and application of observed confidence levels for general scalar parameters, vector parameters, and linear models. It then examines nonparametric problems often associated with smoothing methods, including nonparametric density estimation and regression. The author also describes applications in generalized linear models, classical nonparametric statistics, multivariate analysis, and survival analysis as well as compares the method of observed confidence levels to hypothesis testing, multiple comparisons, and Bayesian posterior probabilities. In addition, the appendix presents some background material on the asymptotic expansion theory used in the book.

      Helping you choose the most reliable method for a variety of problems, this book shows how observed confidence levels provide useful information on the relative truth of hypotheses in multiple testing problems.



      Trade Review
      ... The text is at a Ph.D. level because of the asymptotic theory, but many of the ideas are simple and may be of great use. The text is useful for researchers who want to learn about observed confidence levels, and the topic of observed confidence levels would be a useful addition to a course on resampling methods such as the bootstrap. ... The website (www.math.niu.edu/~polansky/oclbook/) contains R functions and data sets. -Technometrics, May 2009, Vol. 51, No. 2 ...The breadth of real examples that the author provides certainly demonstrates that this is a class of techniques worth considering. -International Statistical Review (2009), 77, 2 ...In summary, the book was written with the objectives of educating the reader on the mechanics, general theory, practical implementation, and potential uses of observed confidence as a new approach to multiple testing. In my opinion the book delivers on these. Observed confidence is laid out, but not oversold, which I also appreciated ... I was impressed by both the text and the testing method. -Daniel J. Nordman, Iowa State University, Journal of the American Statistical Association, June 2009, Vol. 104, No. 486

      Table of Contents
      Preface. Introduction. Single Parameter Problems. Multiple Parameter Problems. Linear Models and Regression. Nonparametric Smoothing Problems. Further Applications. Connections and Comparisons. Appendix. References. Index.

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