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Will Kurt - Bayesian Statistics the Fun Way: Understanding Statistics and Probability with Star Wars, Lego, and Rubber Ducks

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Fun guide to learning Bayesian statistics and probability through unusual and illustrative examples.
Probability and statistics are increasingly important in a huge range of professions. But many people use data in ways they dont even understand, meaning they arent getting the most from it.Bayesian Statistics the Fun Waywill change that.
This book will give you a complete understanding of Bayesian statistics through simple explanations and un-boring examples. Find out the probability of UFOs landing in your garden, how likely Han Solo is to survive a flight through an asteroid shower, how to win an argument about conspiracy theories, and whether a burglary really was a burglary, to name a few examples.
By using these off-the-beaten-track examples, the author actually makes learning statistics fun. And youll learn real skills, like how to:
- How to measure your own level of uncertainty in a conclusion or belief
- Calculate Bayes theorem and understand what its useful for
- Find the posterior, likelihood, and prior to check the accuracy of your conclusions
- Calculate distributions to see the range of your data
- Compare hypotheses and draw reliable conclusions from them
Next time you find yourself with a sheaf of survey results and no idea what to do with them, turn toBayesian Statistics the Fun Wayto get the most value from your data.

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BAYESIAN STATISTICS THE FUN WAY

Understanding Statistics and Probability with Star Wars, LEGO, and Rubber Ducks

by Will Kurt

Bayesian Statistics the Fun Way Understanding Statistics and Probability with Star Wars Lego and Rubber Ducks - image 1

San Francisco

BAYESIAN STATISTICS THE FUN WAY. Copyright 2019 by Will Kurt.

All rights reserved. No part of this work may be reproduced or transmitted in any form or by any means, electronic or mechanical, including photocopying, recording, or by any information storage or retrieval system, without the prior written permission of the copyright owner and the publisher.

ISBN-10: 1-59327-956-6
ISBN-13: 978-1-59327-956-1

Publisher: William Pollock
Production Editor: Laurel Chun
Cover Illustration: Josh Ellingson
Interior Design: Octopod Studios
Developmental Editor: Liz Chadwick
Technical Reviewer: Chelsea Parlett-Pelleriti
Copyeditor: Rachel Monaghan
Compositor: Danielle Foster
Proofreader: James Fraleigh
Indexer: Erica Orloff

For information on distribution, translations, or bulk sales, please contact No Starch Press, Inc. directly:
No Starch Press, Inc.
245 8th Street, San Francisco, CA 94103
phone: 1.415.863.9900;
www.nostarch.com

A catalog record of this book is available from the Library of Congress

No Starch Press and the No Starch Press logo are registered trademarks of No Starch Press, Inc. Other product and company names mentioned herein may be the trademarks of their respective owners. Rather than use a trademark symbol with every occurrence of a trademarked name, we are using the names only in an editorial fashion and to the benefit of the trademark owner, with no intention of infringement of the trademark.

The information in this book is distributed on an As Is basis, without warranty. While every precaution has been taken in the preparation of this work, neither the author nor No Starch Press, Inc. shall have any liability to any person or entity with respect to any loss or damage caused or alleged to be caused directly or indirectly by the information contained in it.

To Melanie, who reawoke in me a passion for words

About the Author

Will Kurt currently works as a data scientist at Wayfair, and has been using Bayesian statistics to solve real business problems for over half a decade. He frequently blogs about probability on his website, CountBayesie.com. Kurt is the author of Get Programming with Haskell (Manning Publications) and lives in Boston, Massachusetts.

About the Technical Reviewer

Chelsea Parlett-Pelleriti is a PhD student in Computational and Data Science, and has a long-standing love of all things lighthearted and statistical. She is also a freelance statistics writer, contributing to projects including the YouTube series Crash Course Statistics and The Princeton Reviews Cracking the AP Statistics Exam. She currently lives in Southern California.

BRIEF CONTENTS
CONTENTS IN DETAIL

1
BAYESIAN THINKING AND EVERYDAY REASONING

2
MEASURING UNCERTAINTY

3
THE LOGIC OF UNCERTAINTY

4
CREATING A BINOMIAL PROBABILITY DISTRIBUTION

5
THE BETA DISTRIBUTION

6
CONDITIONAL PROBABILITY

7
BAYES THEOREM WITH LEGO

8
THE PRIOR, LIKELIHOOD, AND POSTERIOR OF BAYES THEOREM

9
BAYESIAN PRIORS AND WORKING WITH PROBABILITY DISTRIBUTIONS

10
INTRODUCTION TO AVERAGING AND PARAMETER ESTIMATION

11
MEASURING THE SPREAD OF OUR DATA

12
THE NORMAL DISTRIBUTION

13
TOOLS OF PARAMETER ESTIMATION: THE PDF, CDF, AND QUANTILE FUNCTION

14
PARAMETER ESTIMATION WITH PRIOR PROBABILITIES

15
FROM PARAMETER ESTIMATION TO HYPOTHESIS TESTING: BUILDING A BAYESIAN A/B TEST

16
INTRODUCTION TO THE BAYES FACTOR AND POSTERIOR ODDS: THE COMPETITION OF IDEAS

17
BAYESIAN REASONING IN THE TWILIGHT ZONE

18
WHEN DATA DOESNT CONVINCE YOU

19
FROM HYPOTHESIS TESTING TO PARAMETER ESTIMATION

A
A QUICK INTRODUCTION TO R

B
ENOUGH CALCULUS TO GET BY

ACKNOWLEDGMENTS

Writing a book is really an incredible effort that involves the hard work of many people. Even with all the names following I can only touch on some of the many people that have made this book possible. I would like to start by thanking my son, Archer, for always keeping me curious and inspiring me.

The books published by No Starch have long been my some of my favorite books to read and it is a real honor to get to work with the amazing team there to produce this book. I give tremendous thanks to my editors, reviewers, and the incredible team at No Starch. Liz Chadwick originally approached me about creating this book and provided excellent editiorial feedback and guidence through the entire porcess of this book. Laurel Chun made sure the entire process of going from some messy R notebooks to a full fledged book went incredibly smoothly. Chelsea Parlett-Pelleriti went well beyond the requirements of a technical reviewer and really helped to make this book the best it can be. Frances Saux added many insightful comments to the later chapters of the book. And of course thank you to Bill Pollock for creating such a delightful publishing company.

As an English literature major in undergrad I never could have imagined writing a book on any mathematical subject. There are a few people who were really essential to helping me see the wonder of mathematics. I will forever be grateful to my college roommate, Greg Muller, who showed a crazy English major just how exciting and interesting the world of mathematics can be. Professor Anatoly Temkin at Boston University opened the doors to mathematical thinking for me by teaching me to always answer the question, what does this mean? And of course a huge thanks to Richard Kelley who, when I found myself in the desert for many years, provided an oasis of mathematical conversations and guidence. I would also like to give a shoutout to the data science team at Bombora, especially Patrick Kelley, who provided so many wonderful questions and coversations, some of which found their way into this book. I will also be forever grateful to the readers of my blog, Count Bayesie, who have always provided wonderful questions and insights. Among these readers, I would especially like to thank the commentor Nevin who helped correct some early misunderstandings I had.

Finally I want to give thanks to some truly great authors in Bayesian statistics whose books have done a great deal to guide my own growth in the subject. John Kruschkes Doing Bayesian Data Analysis and Bayesian Data Analysis by Andrew Gelman, et al. are great books everyone should read. By far the most influential book on my own thinking is E.T. Jaynes phenomenal Probability Theory: The Logic of Science, and Id like to add thanks to Aubrey Clayton for making a series of lectures on this challenging book which really helped clarify it for me.

INTRODUCTION
Virtually everything in life is to some extent uncertain This may seem like - photo 2
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