Quote Originally Posted by rrra View Post
Well I like your challenge. So I'll give the math problem a go since I don't know engineering or biology. It is quite easy. The Dirichlet function is a type of nowhere continuous function, which means what it says. To be reimann integrable, a function must have finitely many discontinuities. Therefore the Dirichlet function (which has nothing but discontinuities) is not reimann integrable. Don't ask me for a proof as I haven't done any formal math in several years, although it probably wouldnt be that difficult.
The prize is yours, sir. But the challenge is not over yet, you need to find me in game, because I dont see you)