One of the great philosophical conundrums involves the origin of numbers and mathematics. I first learned of it as Platonic vs Aristotelian views, but these days it’s generally called Platonism vs Nominalism. I usually think of it as the question of whether numbers are invented or discovered.
Whatever it’s called, there is something transcendental about numbers and math. It’s hard not to discover (or invent) the natural numbers. Even from a theory standpoint, the natural numbers are very simply defined. Yet they directly invoke infinity — which doesn’t exist in the physical world.
There is also the “unreasonable effectiveness” of numbers in describing our world.
It was a number of years ago that the book you see pictured here on the right caught my eye. I was wandering around a bookstore, as book-lovers do, seeing what there was to see (and possibly buy). This may surprise you, but I’ve always enjoyed a good debate, so the book’s topic seemed attractive and a nice change of pace from baseball and science books or SF novels.
Plus: Aristotle, Lincoln and Homer Simpson! Who could resist that? A glance at a few of the pages showed an easy and breezy open writing style that went down nicely, and the bits I read were quite intriguing. I snagged it thinking it would be right up my alley, and that I’d enjoy it thoroughly.
I never got more than a third of the way through it!