If You're Curious About These Questions...
You should listen to this audiobook
- Have you ever wondered why reinforcing the parts of a plane with the most bullet holes is actually the worst way to keep it from crashing?
- What if you could master a hidden way of thinking that allows you to spot logical errors and misconceptions that most people miss?
- Did you know that applying 'common sense' to complex problems often leads to the wrong answer, and there's a mathematical secret to finding the truth?
Listen to How Not to Be Wrong — Free Audiobook
Loading player...
Key Takeaways from How Not to Be Wrong
- Discover how everyday mathematics acts as a workout for your brain, helping you make smarter daily decisions like comparing prices or finding the fastest commute.
- Understand why small sample sizes create misleading noise in data, and learn to gather comprehensive information to make truly accurate assessments.
- Learn to stop seeing false patterns in random events by applying the null hypothesis and p-values to determine what is actually statistically significant.
- Find out why big data cannot perfectly predict human behavior or chaotic events, helping you recognize the true boundaries of algorithmic models.
- Master the crucial distinction between measurable risk and unpredictable uncertainty to better navigate and manage the complex choices you face.
Learning Tools
Reinforce what you learned from How Not to Be Wrong
Mind Map
How Not to Be Wrong
Nature of Mathematics
Extension of Common Sense
Science of Not Being Wrong
Survivorship Bias
Linearity & Simplification
Problem Solving Strategy
Linear Regression
Dangers of Linearity
Probability & Risk
Expected Value
Lotteries
Evaluating Risk
Statistics & Research Flaws
Random Noise
P-Values & Null Hypothesis
Regression to the Mean
Why Research is False
Flaws in Public Opinion
Contradictory Beliefs
Majority Rules Failure
Misinterpreted Polls
Electoral Blindspots
Quiz — Test Your Understanding
Question 1 of 8
During WWII, why did a mathematician suggest reinforcing the engines of returning planes rather than the fuselage, which had the most bullet holes?
How Not to Be Wrong — Full Chapter Overview
Chapter 1: Recommendation
Chapter 2: Mathematics is the science of not being wrong, and it rests on common sense.
Chapter 3: Linearity helps us simplify mathematical problems.
Chapter 4: Drawing conclusions from observational data is risky, but probability theory can assist us.
Chapter 5: Probability theory tells us what to expect from a bet, but we must still weigh the risks.
Chapter 6: The regression effect is everywhere, yet it often goes unnoticed.
Chapter 7: Linear regression is powerful, but assuming linearity where it doesn’t exist leads to wrong results.
Chapter 8: Many published research results are false due to misused data and faulty probability.
Chapter 9: Polls and elections often misrepresent “public opinion.”
How Not to Be Wrong Summary & Overview
How Not to Be Wrong gives us an intimate glimpse into how mathematicians think and how we can benefit from their way of thinking. It also explains how easily we can be mistaken when we apply mathematical tools incorrectly, and gives advice on how we can instead find correct solutions.
Who Should Listen to How Not to Be Wrong?
- Anyone interested in math
- Anyone interested in logic or philosophy
- Anyone interested in seeing the equations behind everyday situations
Books Similar to How Not to Be Wrong
Readers who enjoyed this also liked these titles.
Shape
★ 3.9 / 5 • 77 ratingsThe Hidden Geometry of Information, Biology, Strategy, Democracy, and Everything Else
Innumeracy
★ 4.0 / 5 • 58 ratingsMathematical Illiteracy and Its Consequences
Four Ways of Thinking
★ 3.8 / 5 • 49 ratingsA Journey Into Human Complexity
The Art of Logic
★ 4.0 / 5 • 229 ratingsHow to Make Sense in a World that Doesn’t