Fluke: The Math And Myth Of Coincidence

  • 7h 17m 22s
  • Joseph Mazur
  • Gildan Media
  • 2016

What are the chances? This is the question we ask ourselves when we encounter the strangest and most seemingly impossible coincidences, like the woman who won the lottery four times or the fact that Lincoln's dreams foreshadowed his own assassination. But, when we look at coincidences mathematically, the odds are a lot better than any of us would have thought.

In Fluke, mathematician Joseph Mazur takes a second look at the seemingly improbable, sharing with us an entertaining guide to the most surprising moments in our lives. He takes us on a tour of the mathematical concepts of probability, such as the law of large numbers and the birthday paradox, and combines these concepts with lively anecdotes of flukes from around the world. How do you explain finding your college copy of Moby Dick in a used bookstore on the Seine on your first visit to Paris? How can a jury be convinced beyond a reasonable doubt that DNA found at the scene of a heinous crime did not get there by some fluke? Should we be surprised if strangers named Maria and Francisco, seeking each other in a hotel lobby, accidentally meet the wrong Francisco and the wrong Maria, another pair of strangers also looking for each other? As Mazur reveals, if there is any likelihood that something could happen, no matter how small, it is bound to happen to someone at some time.

In this Audiobook

  • Introduction
  • Chapter 1. Exceptional Moments
  • Chapter 2. The Girl From Perorvka and Other Benign Coincidences
  • Chapter 3. Meaningful Coincidences
  • Chapter 4. What Are the Chances?
  • Chapter 5. Bernoulli's Gift
  • Chapter 6. Long Strings of Heads
  • Chapter 7. Pascal's Triangle
  • Chapter 8. The Problem with Monkeys
  • Chapter 9. Enormity of the World
  • Chapter 10. The Srories of Chapter 2 Revisited
  • Chapter 11. Evidence
  • Chapter 12. Discovery
  • Chapter 13. Risk
  • Chapter 14. Psychic Power
  • Chapter 15. Sir Gawain and the Green Knight
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