What can the Aswan Dam teach us about building a safe financial system?
Back in grade school, I was the kind of kid who got excited about things like fractal geometry. I even went so far as to attend math camp one summer on the Eastern Shore. I learned back then about what is still a relatively unknown branch of mathematics.
Everyone in school learns about Euclidean geometry, which describes perfect shapes that are never actually observed in nature. Yet few learn about fractal geometry, even though it is the best tool we have to describe many types of complex natural phenomena, e.g. weather patterns, turbulence, the location of oil and other natural deposits in the earth, irregularity in the rhythm of heartbeats, etc. (With a very simple formula, it also produces the infinitely complex object pictured above known as the Mandelbrot set.)
Until a few weeks ago, I hadn't given much thought to these ideas for many years. However, I stumbled on a book by the man who discovered fractal geometry, Benoit Mandelbrot, while browsing through the section of the store devoted to finance. I was surprised to see that Mandelbrot had applied this new branch of mathematics not just to purely natural phenomena, but also to the world of finance. After reading The (Mis)behavior of Markets, I also discovered that Mandelbrot was—perhaps ironically—the dissertation advisor of Eugene Fama, the father of the now much disputed efficient markets hypothesis.
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