Download the free Kindle app and start reading Kindle books instantly on your smartphone, tablet or computer—no Kindle device required.
Read instantly on your browser with Kindle for Web.
Using your mobile phone camera, scan the code below and download the Kindle app.
OK
Understanding Uncertainty Hardcover – 13 December 2013
Purchase options and add-ons
"...a reference for everyone who is interested in knowing and handling uncertainty."
―Journal of Applied Statistics
The critically acclaimed First Edition of Understanding Uncertainty provided a study of uncertainty addressed to scholars in all fields, showing that uncertainty could be measured by probability, and that probability obeyed three basic rules that enabled uncertainty to be handled sensibly in everyday life. These ideas were extended to embrace the scientific method and to show how decisions, containing an uncertain element, could be rationally made.
Featuring new material, the Revised Edition remains the go-to guide for uncertainty and decision making, providing further applications at an accessible level including:
- A critical study of transitivity, a basic concept in probability
- A discussion of how the failure of the financial sector to use the proper approach to uncertainty may have contributed to the recent recession
- A consideration of betting, showing that a bookmaker's odds are not expressions of probability
- Applications of the book’s thesis to statistics
- A demonstration that some techniques currently popular in statistics, like significance tests, may be unsound, even seriously misleading, because they violate the rules of probability
Understanding Uncertainty, Revised Edition is ideal for students studying probability or statistics and for anyone interested in one of the most fascinating and vibrant fields of study in contemporary science and mathematics.
- ISBN-101118650123
- ISBN-13978-1118650127
- EditionRevised
- PublisherWiley
- Publication date13 December 2013
- LanguageEnglish
- Dimensions15.49 x 2.54 x 23.88 cm
- Print length432 pages
Related items viewed by customers
Product description
From the Publisher
From the Inside Flap
Praise for the First Edition
“...a reference for everyone who is interested in knowing and handling uncertainty.”
―Journal of Applied Statistics
The critically acclaimed First Edition of Understanding Uncertainty provided a study of uncertainty addressed to scholars in all fields, showing that uncertainty could be measured by probability, and that probability obeyed three basic rules that enabled uncertainty to be handled sensibly in everyday life. These ideas were extended to embrace the scientific method and to show how decisions, containing an uncertain element, could be rationally made.
Featuring new material, the Revised Edition remains the go-to guide for uncertainty and decision making, providing further applications at an accessible level including:
- A critical study of transitivity, a basic concept in probability
- A discussion of how the failure of the financial sector to use the proper approach to uncertainty may have contributed to the recent recession
- A consideration of betting, showing that a bookmaker’s odds are not expressions of probability
- Applications of the book’s thesis to statistics
- A demonstration that some techniques currently popular in statistics, like significance tests, may be unsound, even seriously misleading, because they violate the rules of probability
Understanding Uncertainty, Revised Edition is ideal for students studying probability or statistics and for anyone interested in one of the most fascinating and vibrant fields of study in contemporary science and mathematics.
From the Back Cover
Praise for the First Edition
“...a reference for everyone who is interested in knowing and handling uncertainty.”
―Journal of Applied Statistics
The critically acclaimed First Edition of Understanding Uncertainty provided a study of uncertainty addressed to scholars in all fields, showing that uncertainty could be measured by probability, and that probability obeyed three basic rules that enabled uncertainty to be handled sensibly in everyday life. These ideas were extended to embrace the scientific method and to show how decisions, containing an uncertain element, could be rationally made.
Featuring new material, the Revised Edition remains the go-to guide for uncertainty and decision making, providing further applications at an accessible level including:
- A critical study of transitivity, a basic concept in probability
- A discussion of how the failure of the financial sector to use the proper approach to uncertainty may have contributed to the recent recession
- A consideration of betting, showing that a bookmaker’s odds are not expressions of probability
- Applications of the book’s thesis to statistics
- A demonstration that some techniques currently popular in statistics, like significance tests, may be unsound, even seriously misleading, because they violate the rules of probability
Understanding Uncertainty, Revised Edition is ideal for students studying probability or statistics and for anyone interested in one of the most fascinating and vibrant fields of study in contemporary science and mathematics.
About the Author
DENNIS V. LINDLEY is Professor Emeritus of Statistics and the former Head of Department at University College London. He is a Guy Medalist in Gold of the Royal Statistical Society and a founding organizer and former president of the celebrated Valencia International Meetings on Bayesian Statistics. Professor Lindley has published over 100 scholarly articles and several books, including Making Decisions, also published by Wiley.
Product details
- Publisher : Wiley; Revised edition (13 December 2013)
- Language : English
- Hardcover : 432 pages
- ISBN-10 : 1118650123
- ISBN-13 : 978-1118650127
- Dimensions : 15.49 x 2.54 x 23.88 cm
- Best Sellers Rank: 1,205,643 in Books (See Top 100 in Books)
- 1,036 in Statistics Textbooks
- 3,126 in Probability & Statistics (Books)
- 8,100 in Technology (Books)
- Customer Reviews:
About the author
Discover more of the author’s books, see similar authors, read author blogs, and more
Customer reviews
Top reviews from other countries
Dommage qu'aucune traduction en francais ne soit disponible.
The topics covered are fundamental, and I believe should be a part of any high school curriculum, although this particular text seems geared toward the college level. The author explains some very interesting results and properties of uncertainty, that are often not intuitive, using no math more difficult than middle school algebra. The book can help anyone understand things from how worried to be about a positive result on a medical screening test, to how likely you are to share a birthday with someone else at a party.
The author starts with an almost excruciatingly slow pace, but the book also builds on itself, so you can't skip to a later chapter and expect to understand the examples and background information. This building effect also makes the latter chapters much more heavy reading, at least without the benefit of it being slowly introduced over the course of a semester. It's understandable to anyone with a college-level vocabulary and 9th grade math, but be prepared to be methodical about reading it.
The author makes a large attempt to be friendly to non-statisticians, but occasionally sort of "geeks out" about a result, delving deeper into topics than non-statisticians would really enjoy.
My favorite part of the book is the coverage of some common paradoxes and fallacies about uncertainty. It's a difficult topic to make interesting, but this author succeeds.
There are two schools of thought in modern statistics, the Bayesian and frequentist approaches. This book is a tour-de-force in Bayesian thinking and while it does mention frequentist ideas they are not covered in adequate depth. So, while the reader of this book will walk away with great insights they will need to pick up a general statistics book to learn the frequentist approach. Statistics, 4th Edition or if you are math phobic Biostatistics: The Bare Essentials, 3e or Intuitive Biostatistics: A Nonmathematical Guide to Statistical Thinking, 3rd edition will complement this book.
While the lack of coverage of frequentist ideas is a serious failure, what is here is superbly crafted. Overall, this is a well written, long, surprisingly deep but approachable introduction to probability.
So, with that disclaimer out of the way, I can say that this book by Dennis V. Lindley, Professor Emeritus of Statistics and the former Head of Department at University College London, is for those who elected to take such classes, and did so with enthusiasm.
But the book is very good at what it does, which is to boil uncertainty down to key concepts and use that to explain probability. This is the equivalent of an undergraduate course, so when you consider that you are getting about four months' worth of lectures in 300 or so pages, it really is remarkable.
The math in the book is generally easy to follow along with; as the author says, it's a language of its own, and once you are familiar enough with that language, you really appreciate the elegance and simplicity it allows. Of course, as you learn that language, you have to accept that this will not be a quick or easy read. But, if you want to put the effort in, you will be more than rewarded.