Description

Book Synopsis

Bayesian methods combine the evidence from the data at hand with previous quantitative knowledge to analyse practical problems in a wide range of areas. The calculations were previously complex, but it is now possible to routinely apply Bayesian methods due to advances in computing technology and the use of new sampling methods for estimating parameters. Such developments together with the availability of freeware such as WINBUGS and R have facilitated a rapid growth in the use of Bayesian methods, allowing their application in many scientific disciplines, including applied statistics, public health research, medical science, the social sciences and economics.

Following the success of the first edition, this reworked and updated book provides an accessible approach to Bayesian computing and analysis, with an emphasis on the principles of prior selection, identification and the interpretation of real data sets.

The second edition:

  • Provides an

    Trade Review
    "This text is ideal for researchers in applied statistics, medical sciences, public health and the social sciences, who will benefit greatly from the examples and applications featured. The book will also appeal to graduate students of applied statistics, data analysis and Bayesian methods, and will provide a great source of reference for both researchers and students." (Zentralblatt MATH, 2010)



    Table of Contents
    Preface.

    Chapter 1 Introduction: The Bayesian Method, its Benefits and Implementation.

    Chapter 2 Bayesian Model Choice, Comparison and Checking.

    Chapter 3 The Major Densities and their Application.

    Chapter 4 Normal Linear Regression, General Linear Models and Log-Linear Models.

    Chapter 5 Hierarchical Priors for Pooling Strength and Overdispersed Regression Modelling.

    Chapter 6 Discrete Mixture Priors.

    Chapter 7 Multinomial and Ordinal Regression Models.

    Chapter 8 Time Series Models.

    Chapter 9 Modelling Spatial Dependencies.

    Chapter 10 Nonlinear and Nonparametric Regression.

    Chapter 11 Multilevel and Panel Data Models.

    Chapter 12 Latent Variable and Structural Equation Models for Multivariate Data.

    Chapter 13 Survival and Event History Analysis.

    Chapter 14 Missing Data Models.

    Chapter 15 Measurement Error, Seemingly Unrelated Regressions, and Simultaneous Equations.

    Appendix 1 A Brief Guide to Using WINBUGS.

    Index.

Bayesian Statistical Modelling

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    A Hardback by Peter Congdon

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      Publisher: John Wiley & Sons Inc
      Publication Date: 24/11/2006
      ISBN13: 9780470018750, 978-0470018750
      ISBN10: 0470018755

      Description

      Book Synopsis

      Bayesian methods combine the evidence from the data at hand with previous quantitative knowledge to analyse practical problems in a wide range of areas. The calculations were previously complex, but it is now possible to routinely apply Bayesian methods due to advances in computing technology and the use of new sampling methods for estimating parameters. Such developments together with the availability of freeware such as WINBUGS and R have facilitated a rapid growth in the use of Bayesian methods, allowing their application in many scientific disciplines, including applied statistics, public health research, medical science, the social sciences and economics.

      Following the success of the first edition, this reworked and updated book provides an accessible approach to Bayesian computing and analysis, with an emphasis on the principles of prior selection, identification and the interpretation of real data sets.

      The second edition:

      • Provides an

        Trade Review
        "This text is ideal for researchers in applied statistics, medical sciences, public health and the social sciences, who will benefit greatly from the examples and applications featured. The book will also appeal to graduate students of applied statistics, data analysis and Bayesian methods, and will provide a great source of reference for both researchers and students." (Zentralblatt MATH, 2010)



        Table of Contents
        Preface.

        Chapter 1 Introduction: The Bayesian Method, its Benefits and Implementation.

        Chapter 2 Bayesian Model Choice, Comparison and Checking.

        Chapter 3 The Major Densities and their Application.

        Chapter 4 Normal Linear Regression, General Linear Models and Log-Linear Models.

        Chapter 5 Hierarchical Priors for Pooling Strength and Overdispersed Regression Modelling.

        Chapter 6 Discrete Mixture Priors.

        Chapter 7 Multinomial and Ordinal Regression Models.

        Chapter 8 Time Series Models.

        Chapter 9 Modelling Spatial Dependencies.

        Chapter 10 Nonlinear and Nonparametric Regression.

        Chapter 11 Multilevel and Panel Data Models.

        Chapter 12 Latent Variable and Structural Equation Models for Multivariate Data.

        Chapter 13 Survival and Event History Analysis.

        Chapter 14 Missing Data Models.

        Chapter 15 Measurement Error, Seemingly Unrelated Regressions, and Simultaneous Equations.

        Appendix 1 A Brief Guide to Using WINBUGS.

        Index.

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