Description

Book Synopsis

This book is an overview of the Bayesian approach to applying the most important inferential methods of statistical science. It is designed as a textbook for advanced undergraduate and masterâs students in Data Science, Statistics, or Mathematics who are interested in learning about Bayesian statistics.

The reader should be familiar with calculus and should have taken a statistical inference Statistics course covering the basic rules of probability, probability distributions and expectations, as well as the fundamentals of the traditional, frequentist approach to statistics, including sampling distributions, likelihood functions, basic inferential methods such as point estimation, confidence intervals, significance tests, and linear regression models.

Key Features:

â Uses real world data examples and contains numerous exercises.

â Includes software appendices in R and Python.

â Offers slides, labs, and other materials on the bookâs website.

Each chapter begins with a brief review of the primary frequentist methods for its topic before introducing corresponding Bayesian methods. This book presents some substantive theory as well as the methods, and is therefore intended for a reader who wishes to understand Bayesian methods rather than merely apply them. The focus is not just on presenting statistical methodologies but also on demonstrating how to implement them with modern software, emphasizing appropriate simulation methods.

Foundations of Bayesian Statistics for Data Scientists

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    A Paperback by Alan Agresti

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      Publisher: Taylor & Francis Ltd
      Publication Date: Publication Date:
      ISBN13: 9781041202929, 978-1041202929
      ISBN10:

      Description

      Book Synopsis

      This book is an overview of the Bayesian approach to applying the most important inferential methods of statistical science. It is designed as a textbook for advanced undergraduate and masterâs students in Data Science, Statistics, or Mathematics who are interested in learning about Bayesian statistics.

      The reader should be familiar with calculus and should have taken a statistical inference Statistics course covering the basic rules of probability, probability distributions and expectations, as well as the fundamentals of the traditional, frequentist approach to statistics, including sampling distributions, likelihood functions, basic inferential methods such as point estimation, confidence intervals, significance tests, and linear regression models.

      Key Features:

      â Uses real world data examples and contains numerous exercises.

      â Includes software appendices in R and Python.

      â Offers slides, labs, and other materials on the bookâs website.

      Each chapter begins with a brief review of the primary frequentist methods for its topic before introducing corresponding Bayesian methods. This book presents some substantive theory as well as the methods, and is therefore intended for a reader who wishes to understand Bayesian methods rather than merely apply them. The focus is not just on presenting statistical methodologies but also on demonstrating how to implement them with modern software, emphasizing appropriate simulation methods.

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