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Functional Haskell - 02
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| type Distance = Double | |
| data Position = Position Double Double deriving (Show) | |
| data Ship = Ship { position :: Position | |
| , firingRange :: Distance | |
| , unsafeRange :: Distance } deriving (Show) | |
| type Region = Position -> Bool | |
| length' :: Position -> Double | |
| length' (Position x y) = sqrt $ x * x + y * y | |
| minus :: Position -> Position -> Position | |
| minus (Position x1 y1) (Position x2 y2) = Position (x1 - x2) (y1 - y2) | |
| circle :: Distance -> Region | |
| circle radius = (radius >=) . length' | |
| shift :: Region -> Position -> Region | |
| shift region offset = region . (flip minus) offset | |
| invert :: Region -> Region | |
| invert = (.) not | |
| intersection :: Region -> Region -> Region | |
| intersection r1 r2 = (&&) <$> r1 <*> r2 | |
| union :: Region -> Region -> Region | |
| union r1 r2 = (||) <$> r1 <*> r2 | |
| difference :: Region -> Region -> Region | |
| difference r1 r2 = intersection r1 $ invert r2 | |
| canSafelyEngageShip :: Ship -> Ship -> Ship -> Bool | |
| canSafelyEngageShip self target friendly = result $ position target | |
| where | |
| unsafe = circle $ unsafeRange self | |
| range = difference (circle (firingRange self)) unsafe | |
| firing = shift range $ position self | |
| friendlyR = shift unsafe $ position friendly | |
| result = difference firing friendlyR |
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