mathsnet.net subscribe to mathsnetgcse.com  

home geometry ASA2 curriculum puzzles articles books download about us try a short tour MathsNet.com

articles Coincidences, Chaos and All That Jazz
by Edward B. Burger and Michael Starbird, Norton 2005

I always liked the Jeff Goldblum character in Jurassic Park, particularly his ruminations on chaos theory. Now I learn from this new book that his contributions to the film are but a fraction of the mathematics contained in Michael Crichton's original novel.

A number of authors have written of the outer reaches of mathematics - not the world of degrees and doctorates but the regions frequently referred to as "recreational". Some even have been known to refer to the "joy" or "fun" of such mathematics.
These books seldom contain anything approaching fun, unless your idea of fun is to be able to amaze your friends - if you have any - with your ability to multiply in your head two large consecutive numbers. There are relatively few authors - Martin Gardner chief among them - who have successfully described the positively thought-provoking and weighty fringes of mathematical activity. A book called "Coincidences, Chaos and All That Jazz" was I assumed definitely to be conciled after a cursory glance to the book shelf of bizarre title, wacky premise and tedious execution. It doesn't even have a recommendation from Gardner on the cover, usually the absolute requisite for any such book to be even readable let alone publishable.

What first changed my mind about this one was the artwork. The illustrations are finely drawn and create a tone of clarity and mystery combined. Why is a phone with tangled cord so carefully drawn? I must read to find out. And then at random I read more paragraphs: the coincidences linking Abraham Lincoln and John F Kennedy and should we be surprised; how to make a tilted stack of playing cards overhang a table as far as you like; how to get your trousers off then on again but inside out, all while your ankles are tied together with string. Crucial stuff.

This book is well written. One author claims to be a stand-up comic while the other has won numerous teaching awards. Between them they describe with obvious amusement many surprising conclusions of mathematical thought. I found myself reading with renewed interest descriptions of the mobius strip, the different infinities, the quincunx, cryptography, the Golden Ratio, much of which I have read before in books by Gardner, Ian Stewart, Douglas Hofstadter and others. This time these authors claim to be "making light of weighty ideas" and I think they succeed even if, or maybe because, as the index lists, they are describing the trouser-inversion trick, unknots, dodge ball, ping pong balls, logarithms, fractals in Jurassic Park or the rubber undies trick. They do manage to poke you into taking an interest when before you may have dismissed it all with a so-what. They don't write to impress you with their knowledge; instead they attempt to impress you with your own. Now I know I am within 6 or 7 handshakes of Thomas Jefferson.

An excellent addition to my library to put alongside Clifford A. Pickover, David Wells, Keith Devlin, Stewart, Hofstadter and Gardner


Do you have an article about mathematics to submit?
If so, then make contact.


copyright mathsnet