This is a nifty little story -- asking physicists what their favourite equations are. A bunch of them, naturally, are physics ones, and I have no idea what they mean, but Euler's equation, the Pythagorean theorem, Fourier Transforms, the formula for the circumference of a circle, and the Riemann zeta function, are all pure math.
Let me run down the left-hand side of this, for those of you who don't remember calculus (possibly because you haven't taken it yet). One of Euler's many, many achievements was discovering that exp(i*theta) (that's "e to the theta") is equal to cos(theta)+i*sin(theta). So if you plug pi radians in for theta (that's halfway around the circle, or 180 degrees), you'll get that exp(i*pi)=-1. Then add 1 to it, and voila, 0. Euler's eqution isn't so mysterious, once you've done a couple of semesters of calculus, but it still looks cool.
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4 comments:
That was English that you just went into now, right?
Because somehow it doesn't compute.
So why is this important?
I think it was english...it's ok though. Dan's our little math geek. We should at least support his geekness a lil bit I suppose.
Manda
It's important because it's cool, damnit.
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