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Bayesian Models for Astrophysical Data
Using R, JAGS, Python, and Stan

$75.00

  • Date Published: May 2017
  • availability: In stock
  • format: Hardback
  • isbn: 9781107133082
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About the Authors
  • This comprehensive guide to Bayesian methods in astronomy enables hands-on work by supplying complete R, JAGS, Python, and Stan code, to use directly or to adapt. It begins by examining the normal model from both frequentist and Bayesian perspectives and then progresses to a full range of Bayesian generalized linear and mixed or hierarchical models, as well as additional types of models such as ABC and INLA. The book provides code that is largely unavailable elsewhere and includes details on interpreting and evaluating Bayesian models. Initial discussions offer models in synthetic form so that readers can easily adapt them to their own data; later the models are applied to real astronomical data. The consistent focus is on hands-on modeling, analysis of data, and interpretations that address scientific questions. A must-have for astronomers, its concrete approach will also be attractive to researchers in the sciences more generally.

    • Supplies complete software code in R, JAGS, Python, and Stan for download
    • Discusses innovative Bayesian models that advance and improve astronomical research
    • Demonstrates and enables hands-on use of models on real astronomical data
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    Reviews & endorsements

    'This volume is a very welcome addition to the small but growing library of resources for advanced analysis of astronomical data. Astronomers are often confronted with complex constrained regression problems, situations that benefit from computationally intensive Bayesian approaches. The authors provide a unique and sophisticated guide with tutorials in methodology and software implementation. The worked examples are impressive. Many astronomers use Python and will benefit from the less familiar capabilities of R, Stan, and JAGS for Bayesian analysis. I suspect the work will also be useful to scientists in other fields who venture into the world of Bayesian computational statistics.' Eric D. Feigelson, Pennsylvania State University, author of Modern Statistical Methods for Astronomy

    'Encyclopaedic in scope, a treasure trove of ready code for the hands-on practitioner.' Ben Wandelt, Paris Institute of Astrophysics, Institut Lagrange de Paris, Université Paris-Sorbonne

    'This informative book is a valuable resource for astronomers, astrophysicists, and cosmologists at all levels of their career. From students starting out in the field to researchers at the frontiers of data analysis, everyone will find insightful techniques accompanied by helpful examples of code. With this book, Hilbe, de Souza, and Ishida are firmly taking astrostatistics into the twenty-first century.' Roberto Trotta, Imperial College London, author of The Edge of the Sky

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    Customer reviews

    25th May 2017 by Bmooers

    This book provides examples of a wide range of generalized linear models for continuous and discrete data including count data. The models for count data include the three-parameter NB-P negative binomial model that are not widely available. The approach is mostly Bayesian. The statistical models are used in the freely available JAGS, Stan, and PyMC3 Bayesian data analysis software. These programs use Markov Chain Monte Carlo (MCMC) samplers to estimate the posterior distributions from complex, multilevel statistical models. The JAGS models are run from within the R statistics program. The Stan models are run with Python via PyStan. The last combination is not common because most Stan users run Stan from within R. There are some pure R examples, including several examples that use the first author's COUNT package. The COUNT package was described in two of his recent books on modeling count data. There are also some examples that use the Python package PyMC3. The first author has published almost 20 books about generalized linear models. His books contain a mix of theory and valuable insights from practical experience. The writing style is clear and readily accessible to scientists with a good background in statistics. The book should also appeal to applied statisticians who are building their repertoire of Bayesian data analysis tools and who are looking for fresh statistical models and code for JAGS, Stan, and PyMC3. The book may be ideal for beginning to intermediate users of Bayesian MCMC software. Most examples contain the complete code for both JAGS and PyStan. The data sets are obtained from the book's webpage or the original sources. The code listings are extensive, so there is not room for in-depth explanation on every topic. For example, Hamiltonian Monte Carlo (HMC) is mentioned only once, and the associated No-U-Turn Sampler (NUTS) is not mentioned. NUTS is responsible for Stan's successes with high-dimensional models. Novices need to go elsewhere to fill out their background (e.g., http://mc-stan.org is a rich information resource). The purpose of the book is to promote the application of Bayesian methods with generalized linear models in astrostatistics by providing computer code. The book will also be valuable to a wider audience looking for a cookbook of statistical models and Bayesian data analysis code. The examples are from astrostatistics, but the reader does not have to be an astrophysicist to comprehend the text.

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    Product details

    • Date Published: May 2017
    • format: Hardback
    • isbn: 9781107133082
    • length: 408 pages
    • dimensions: 253 x 193 x 24 mm
    • weight: 1.1kg
    • contains: 66 b/w illus. 23 colour illus. 11 tables
    • availability: In stock
  • Table of Contents

    Preface
    1. Astrostatistics
    2. Prerequisites
    3. Frequentist vs Bayesian methods
    4. Normal linear models
    5. GLM part I - continuous and binomial models
    6. GLM part II - count models
    7. GLM part III - zero-inflated and hurdle models
    8. Hierarchical GLMMs
    9. Model selection
    10. Astronomical applications
    11. The future of astrostatistics
    Appendix A. Bayesian modeling using INLA
    Bibliography
    Index.

  • Resources for

    Bayesian Models for Astrophysical Data

    Joseph M. Hilbe, Rafael S. de Souza, Emille E. O. Ishida

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  • Authors

    Joseph M. Hilbe, Arizona State University
    Joseph M. Hilbe is Solar System Ambassador with NASA's Jet Propulsion Laboratory, California Institute of Technology, Adjunct Professor of Statistics at Arizona State University, and Professor Emeritus at the University of Hawaii. He is currently President of the International Astrostatistics Association (IAA) and was awarded the IAA's 2016 Outstanding Contributions to Astrostatistics medal, the association's top award. Hilbe is an elected Fellow of both the American Statistical Association and the IAA and is a full member of the American Astronomical Society. He has authored nineteen books on statistical modeling, including leading texts on modeling count and binomial data. His book, Modeling Count Data (Cambridge, 2014) received the 2015 PROSE honorable mention for books in mathematics.

    Rafael S. de Souza, Eötvös Loránd University, Budapest
    Rafael S. de Souza is a researcher at Eötvos Loránd University, Budapest. He is currently Vice-President for development of the International Astrostatistics Association (IAA) and was awarded the IAA's 2016 Outstanding Publication in Astrostatistics award. He has authored dozens of scientific papers, serving as the leading author for over twenty of them.

    Emille E. O. Ishida, Université Clermont-Auvergne (Université Blaise Pascal), France
    Emille E. O. Ishida is a researcher at the Université Clermont-Auvergne (Université Blaise Pascal), France. She is cochair of the Cosmostatistics Initiative and coordinator of its Python-related projects. She is a specialist in machine learning applications to astronomy with special interests in type Ia supernovae spectral characterization, classification, and cosmology. She has been the lead author of numerous articles in prominent astrophysics journals and currently serves as chair of the IAA public relations committee.

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