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    Modern Statistical Methods for Astronomy

Modern Statistical Methods for Astronomy

Eric D. Feigelson, G. Jogesh Babu
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      Modern astronomical research is beset with a vast range of statistical challenges, ranging from reducing data from megadatasets to characterizing an amazing variety of variable celestial objects or testing astrophysical theory. Linking astronomy to the world of modern statistics, this volume is a unique resource, introducing astronomers to advanced statistics through ready-to-use code in the public domain R statistical software environment. The book presents fundamental results of probability theory and statistical inference, before exploring several fields of applied statistics, such as data smoothing, regression, multivariate analysis and classification, treatment of nondetections, time series analysis, and spatial point processes. It applies the methods discussed to contemporary astronomical research datasets using the R statistical software, making it invaluable for graduate students and researchers facing complex data analysis tasks. A link to the author's website for this book can be found at www.cambridge.org/msma. Material available on their website includes datasets, R code and errata.
      Format: CONTRIBUTORS: Eric D. Feigelson, G. Jogesh Babu EAN: 9780521767279 COUNTRY: United Kingdom PAGES: WEIGHT: 1240 g HEIGHT: 253 cm
      PUBLISHED BY: Cambridge University Press DATE PUBLISHED: 2012-07-12 CITY: GENRE: SCIENCE / Space Science / Astronomy WIDTH: 195 cm SPINE:

      Book Themes:

      Probability and statistics, Astronomy, space and time

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      Eric D. Feigelson is a Professor in the Department of Astronomy and Astrophysics at Pennsylvania State University. He is a leading observational astronomer and has worked with statisticians for twenty-five years to bring advanced methodology to problems in astronomical research. G. Jogesh Babu is Professor of Statistics and Director of the Center for Astrostatistics at Pennsylvania State University. He has made extensive contributions to probabilistic number theory, resampling methods, nonparametric methods, asymptotic theory and applications to biomedical research, genetics, astronomy and astrophysics.
      Modern astronomical research is beset with a vast range of statistical challenges, ranging from reducing data from megadatasets to characterizing an amazing variety of variable celestial objects or testing astrophysical theory. Linking astronomy to the world of modern statistics, this volume is a unique resource, introducing astronomers to advanced statistics through ready-to-use code in the public domain R statistical software environment. The book presents fundamental results of probability theory and statistical inference, before exploring several fields of applied statistics, such as data smoothing, regression, multivariate analysis and classification, treatment of nondetections, time series analysis, and spatial point processes. It applies the methods discussed to contemporary astronomical research datasets using the R statistical software, making it invaluable for graduate students and researchers facing complex data analysis tasks. A link to the author's website for this book can be found at www.cambridge.org/msma. Material available on their website includes datasets, R code and errata.
      Format: CONTRIBUTORS: Eric D. Feigelson, G. Jogesh Babu EAN: 9780521767279 COUNTRY: United Kingdom PAGES: WEIGHT: 1240 g HEIGHT: 253 cm
      PUBLISHED BY: Cambridge University Press DATE PUBLISHED: 2012-07-12 CITY: GENRE: SCIENCE / Space Science / Astronomy WIDTH: 195 cm SPINE:

      Book Themes:

      Probability and statistics, Astronomy, space and time

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      Eric D. Feigelson is a Professor in the Department of Astronomy and Astrophysics at Pennsylvania State University. He is a leading observational astronomer and has worked with statisticians for twenty-five years to bring advanced methodology to problems in astronomical research. G. Jogesh Babu is Professor of Statistics and Director of the Center for Astrostatistics at Pennsylvania State University. He has made extensive contributions to probabilistic number theory, resampling methods, nonparametric methods, asymptotic theory and applications to biomedical research, genetics, astronomy and astrophysics.

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