Finding a random point on a sphere (with spread and direction).
That's crazy, was it an empirical result or did he prove it rigorously? About a year ago I was banging my head against a wall trying to derive a function that would remap uniform angles to a uniform sampling over the integral of the changing slice circumference, and it just turned into a nasty mess I couldn't simplify. Can't believe that the function I was looking for was cosine!
That's crazy, was it an empirical result or did he prove it rigorously?
I'm not an expert in the history of mathematics, but I believe he proved it with a degree of rigor that was satisfactory for his time.
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