Fixed some typing relating to QuickCheck and the TestMonad to avoid type ambiguities in future
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@ -740,7 +740,7 @@ generateEquationInput
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-- but got: [(y1 * (((y2 * y2) + x1) REM x3)),(y4 * y4),x10,x2,x3,x6,x7,x8,x9,((y4 * y4) + 8*x3 / 2)]
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qcTestMakeEquations :: [LabelledQuickCheckTest]
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qcTestMakeEquations = [("Turning Code Into Equations", scaleQC (20,100,400,1000) prop)]
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qcTestMakeEquations = [("Turning Code Into Equations", scaleQC (20,100,400,1000) (runQCTest . prop))]
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where
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prop :: MakeEquationInput -> QCProp
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prop (MEI mei) = testMakeEquation mei
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@ -1056,7 +1056,7 @@ instance Arbitrary OmegaTestInput where
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arbitrary = generateProblem >>* OMI
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qcOmegaEquality :: [LabelledQuickCheckTest]
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qcOmegaEquality = [("Omega Test Equality Solving", scaleQC (40,200,2000,10000) prop)]
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qcOmegaEquality = [("Omega Test Equality Solving", scaleQC (40,200,2000,10000) (runQCTest . prop))]
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where
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prop :: OmegaTestInput -> QCProp
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prop (OMI (ans,(eq,ineq))) = omegaCheck actAnswer
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@ -55,11 +55,12 @@ compareForResult msg showFunc cmpFunc exp act
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(*&&*) :: TestMonad m r => m () -> m () -> m ()
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(*&&*) = (>>)
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instance (TestMonad m r, Testable r) => Testable (m ()) where
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property = property . runTest
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type QCProp = Either Result ()
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-- | A type-constrained version of runTest for QuickCheck Testable things:
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runQCTest :: QCProp -> Result
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runQCTest = runTest
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testEqual :: (Show a, Eq a, TestMonad m r) => String -> a -> a -> m ()
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testEqual msg = compareForResult msg show (==)
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@ -759,9 +759,9 @@ deepCheck test level = (flip check) test $ configForSize $
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testModify :: [LabelledQuickCheckTest]
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testModify =
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[
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("Control-Flow Graph Identity Transformations", deepCheck prop_Id)
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,("Control-Flow Graph Replacement Transformations", deepCheck prop_Rep)
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,("Random List Generation", deepCheck prop_gennums)
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("Control-Flow Graph Identity Transformations", deepCheck (runTest . prop_Id))
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,("Control-Flow Graph Replacement Transformations", deepCheck (runTest . prop_Rep))
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,("Random List Generation", deepCheck (runTest . prop_gennums))
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]
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where
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-- | Checks that applying any set (from the powerset of identity functions) of identity functions
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