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semantic/src/Interpreter.hs

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module Interpreter (interpret, Comparable) where
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import Algorithm
import Control.Monad.Free
import Control.Comonad.Cofree
import Operation
import Diff
import Syntax
import Data.Map
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import Patch
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import SES
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constructAndRun :: Eq a => Comparable a -> Term a Info -> Term a Info -> Maybe (Diff a)
constructAndRun comparable a b =
run comparable $ algorithm a b where
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algorithm (_ :< Indexed a) (_ :< Indexed b) = Free $ ByIndex a b (Pure . Free . Indexed)
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algorithm (_ :< Keyed a) (_ :< Keyed b) = Free $ ByKey a b (Pure . Free . Keyed)
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algorithm (_ :< Leaf a) (_ :< Leaf b) | a == b = Pure . Free $ Leaf b
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algorithm a b = Free $ Recursive a b Pure
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run :: Eq a => Comparable a -> Algorithm a (Diff a) -> Maybe (Diff a)
run _ (Pure diff) = Just diff
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run comparable (Free (Recursive a b f)) = run comparable . f $ recur a b where
recur (_ :< Indexed a') (_ :< Indexed b') | length a' == length b' =
Free . Indexed $ zipWith (interpret comparable) a' b'
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recur (_ :< Fixed a') (_ :< Fixed b') | length a' == length b' =
Free . Fixed $ zipWith (interpret comparable) a' b'
recur (_ :< Keyed a') (_ :< Keyed b') | keys a' == keys b' =
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Free . Keyed . fromList . fmap repack $ keys b' where
repack key = (key, interpretInBoth key a' b')
interpretInBoth key a' b' = maybeInterpret (Data.Map.lookup key a') (Data.Map.lookup key b')
maybeInterpret (Just a) (Just b) = interpret comparable a b
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recur _ _ = Pure $ Replace a b
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run comparable (Free (ByKey a b f)) = run comparable $ f byKey where
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byKey = unions [ deleted, inserted, patched ]
deleted = (Pure . Delete) <$> difference a b
inserted = (Pure . Insert) <$> difference b a
patched = intersectionWith (interpret comparable) a b
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run comparable (Free (ByIndex a b f)) = run comparable . f $ ses (constructAndRun comparable) cost a b
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type Comparable a = a -> a -> Bool
interpret :: Eq a => Comparable a -> Term a Info -> Term a Info -> Diff a
interpret comparable a b = maybeReplace $ constructAndRun comparable a b where
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maybeReplace (Just a) = a
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maybeReplace Nothing = Pure $ Replace a b