2016-06-27 22:28:11 +03:00
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{-# LANGUAGE DataKinds #-}
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2015-12-16 22:18:09 +03:00
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module InterpreterSpec where
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2016-06-27 22:28:04 +03:00
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import Category
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2017-01-19 23:53:16 +03:00
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import Data.Functor.Foldable hiding (Nil)
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2017-01-09 22:20:11 +03:00
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import Data.Functor.Listable
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2016-06-17 20:33:50 +03:00
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import Data.Record
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import Data.String
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2016-08-10 16:26:58 +03:00
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import Diff
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2016-06-27 20:08:12 +03:00
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import Interpreter
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2015-12-16 22:18:09 +03:00
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import Patch
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2016-06-27 22:28:04 +03:00
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import Prologue
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import Syntax
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2017-01-09 22:20:11 +03:00
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import Term
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2016-09-15 00:45:23 +03:00
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import Test.Hspec (Spec, describe, it, parallel)
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import Test.Hspec.Expectations.Pretty
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import Test.Hspec.LeanCheck
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2015-12-16 22:18:09 +03:00
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spec :: Spec
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2016-06-27 20:08:12 +03:00
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spec = parallel $ do
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describe "interpret" $ do
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2015-12-16 22:18:09 +03:00
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it "returns a replacement when comparing two unicode equivalent terms" $
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let termA = cofree $ (StringLiteral :. Nil) :< Leaf ("t\776" :: String)
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termB = cofree $ (StringLiteral :. Nil) :< Leaf "\7831" in
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2017-05-11 16:48:46 +03:00
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diffTerms termA termB `shouldBe` replacing termA termB
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2016-06-27 22:28:11 +03:00
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prop "produces correct diffs" $
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\ a b -> let diff = diffTerms (unListableF a) (unListableF b :: SyntaxTerm String '[Category]) in
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(beforeTerm diff, afterTerm diff) `shouldBe` (Just (unListableF a), Just (unListableF b))
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2016-06-30 20:34:31 +03:00
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prop "constructs zero-cost diffs of equal terms" $
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\ a -> let term = (unListableF a :: SyntaxTerm String '[Category])
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2017-02-21 23:23:30 +03:00
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diff = diffTerms term term in
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diffCost diff `shouldBe` 0
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2016-08-11 19:23:34 +03:00
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2016-08-12 19:16:48 +03:00
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it "produces unbiased insertions within branches" $
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let term s = cofree ((StringLiteral :. Nil) :< Indexed [ cofree ((StringLiteral :. Nil) :< Leaf s) ]) :: SyntaxTerm String '[Category]
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root = cofree . ((Program :. Nil) :<) . Indexed in
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diffTerms (root [ term "b" ]) (root [ term "a", term "b" ]) `shouldBe` wrap (pure (Program :. Nil) :< Indexed [ inserting (term "a"), cata wrap (fmap pure (term "b")) ])
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