Thread: Algorithm RNG that progressively gets harder the higher the number
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Old 09-01-2013, 11:00 AM
Crono Crono is offline
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Quote:
Originally Posted by Loriel View Post
wow i'm bad with statistics. apparently you can transform your rand()'s uniform distribution into a desired distribution via the latter's quantile function which is the inverse of the cumulative distribution function which is the integral of the probability density function and you could pick something like 2*(1-x) as your density function (for 0<=x<1, i guess the idea is that it's normalized).
wat
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