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The Simpsons and Their Mathematical Secrets
Download The Simpsons and Their Mathematical Secrets
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Product details
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Audible Audiobook
Listening Length: 7 hours and 13 minutes
Program Type: Audiobook
Version: Unabridged
Publisher: Audible Studios for Bloomsbury
Audible.com Release Date: October 29, 2013
Language: English, English
ASIN: B00FZ1CUIY
Amazon Best Sellers Rank:
This book is a bit of a dichotomy. It is written for those at least somewhat interested in mathematics, but it assumes the reader doesn't know that much about math. And those that know mathematics will be bored by much of the book, as it explains mathematical principles with which they would already be well acquainted.The book devotes quite a lot of its pages to explaining mathematical concepts. And not nearly enough citing examples from the show. So what you end up with is a book that is only really interesting to those that have at least a basic understanding of mathematics, but aren't interested enough to have pursued math at a high level.Overall the book doesn't really cite that many examples of math from the TV series. Much more time is spent explaining the concepts behind it. And it also spends a considerable amount of time talking about Futurama rather than the Simpsons, so its name is a little bit deceptive. Based on the name you'd almost assume that there are countless examples of math showing up in the show, but there really aren't that many. For every 5 pages of explanation, you get maybe a paragraph or two citing an example.So if you get this book, go into it knowing that you probably won't see as many references to the show as you'd like, and be prepared to wade through long descriptions of the principles cited.
Simon Singh takes the reader on a tour of some of the mathematics that appeared in the prime-time cartoon The Simpsons. Apparently, the majority of the writers for the show were schooled in mathematics, physics, or engineering, so they are fond of including mathematics into the show, a good deal in cameo. The writers sometimes portray Bart, Homer, and Lisa as using mathematics in some of their projects. Some of what Singh covers are the appearance of π, a curious version of Fermat’s Last Theorem, six degrees of separation, statistics in a baseball episode, prime numbers, and infinity. He explains the writers use of mathematical humor. He also covers the work of some of the writers who branched off and worked on another prime-time cartoon Futurama. In connection with mathematical humor Singh provides five interludes of mathematical jokes with each interlude using more and more complex mathematics. Finally, he includes five appendixes that go deeper into some of the mathematics covered in the main text.I only have one oddball comment to make on the text at Kindle location 3149. It is in one of the chapters on Futurama. Singh writes: “One of the Professor’s [Philo T. Farnsworth] oddest inventions is the Cool-O-Meter, which accurately assesses the level of cool possessed by a person . . .†This reminds me of a time when I was in a mental hospital for major depression along time ago. This other patient (of which I do not remember his name) and I would act as cool police. We would observe other patients and staff to see if they did any uncool acts. And, of course, sometimes we would call each other on our own uncool acts.I thought the book was rather interesting. I have watch the Simpson’s from time to time and never caught any mathematics appearing in the episodes I watched. So, in a way the book was an eye-opener. I was also amused at some of the mathematical jokes. One of my favorite chapters was on six degrees of separation, which is about the connectedness of people to each other. Research has shown that in some cases we are only six people away from knowing a complete stranger. Duncan Watt did an experiment where he had people get in contact with persons not known by them (complete strangers), and the average number of contacts to be made was six, hence six degrees of separation. In this chapter they explained the Erdos number. Paul Erdos was a Hungarian mathematician that was famous for collaborating with other mathematicians. The Erdos number was one if the mathematician coauthored a paper with Erdos himself. A Erdos number of two was assigned if a mathematician coauthored a paper with another who coauthored a paper with Erdos, and so on down the line. Erdos himself has an Erdos number of zero. Another favorite chapter was on the misquoted of the Pythagorean theorem by the Scarecrow in The Wizard of Oz, which also was feature in one of the Simpson’s episodes.I would recommend this book for any one interested in mathematics and its use in humor, or is a fan of the show. Not interested in mathematics or the show I would say do not bother with the book.
This is a very professional, well written, pleasant book. It recalls brief elements of various Simpsons and Futurama episodes and intersperses these with longer, chatty accounts of various mathematical matters. The Simpsons are brilliant, Singh is a very successful author, and who doesn’t like mathematics? So the idea of this book must have seemed like a sure winner. But it doesn’t work perfectly. The problems with the book are all minor, but together they produce a somewhat unsatisfactory overall result. There are some interesting behind-the-scenes information about the making of the Simpsons, but not as much as one would have hoped. A lot of mathematical material is stock standard, of the kind one would find in many books, so there isn’t much in it that is original or interesting. And none of the mathematical ideas are explored in any depth at all. There are a lot of standard math jokes in the book, but they are mostly old and tired. And sadly it’s not great from an educational point of view. The level of math, which is always superficial, is rather uneven. At times the reader is told not to “feel guilty†if they skip over some trivial arithmetic that is included in the book. But then later the reader is required to digest factorials and exponentials. As for the content, there are occasionally interesting things, like the pancake sorting problem, but they appear in a sea of utter trivia, like the definition of “googolplex†or the idiotic notion of the Erdos-Bacon number. Occasionally, some parts irritated me. For example, the treatment of the on-base plus slugging percentage is disappointing; the book doesn’t discuss this metric at all, leaving the impression that it is a natural statistical measure. Also, while the Simpsons writers are undoubtedly wonderfully gifted individuals, Singh consistently exaggerates their mathematical bona fides; it seems that according to Singh, a “mathematician†is anyone who has dropped out of a math course. Anyway, despite the above litany of complaints, I did actually enjoy the book. Certainly not Singh’s best book, but definitely still worth reading.
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