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purescript-sample
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module Exercises where | |
import Math | |
import Control.Monad.Eff.Random | |
import Control.Monad.Eff | |
import Control.Monad.ST | |
import Debug.Trace | |
main = do | |
n <- approximatePi 1000 | |
print n | |
data Point = Point {x :: Number, y :: Number} | |
generateCoord :: forall eff. Eff (random :: Random | eff) Number | |
generateCoord = randomRange (-1) 1 | |
point :: Number -> Number -> Point | |
point x y = Point {x: x, y: y} | |
randomPoint :: forall eff. Eff (random :: Random | eff) Point | |
randomPoint = point <$> generateCoord | |
<*> generateCoord | |
inUnitCircle :: Point -> Boolean | |
inUnitCircle (Point {x = x, y = y}) = (sqrt (x * x + y * y)) < 1 | |
approximatePi :: forall eff. Number -> Eff (random :: Random | eff) Number | |
approximatePi n = runST (do | |
count <- newSTRef 0 | |
forE 0 n $ \i -> do | |
inCircle <- (inUnitCircle <$> randomPoint) | |
modifySTRef count (\o -> if inCircle then (o + 1) else o) | |
return unit | |
total <- readSTRef count | |
return (4*total/n)) |
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