dynobud-1.9.0.0: tests/VectorizeTests.hs
{-# OPTIONS_GHC -Wall #-}
{-# LANGUAGE ScopedTypeVariables #-}
{-# LANGUAGE GADTs #-}
{-# LANGUAGE FlexibleContexts #-}
{-# LANGUAGE DeriveFunctor #-}
{-# LANGUAGE DeriveGeneric #-}
{-# LANGUAGE DataKinds #-}
{-# LANGUAGE PolyKinds #-}
module VectorizeTests
( Vectorizes(..)
, Dims(..)
, vectorizeTests
) where
import GHC.Generics ( Generic, Generic1 )
import Data.Proxy ( Proxy(..) )
import qualified Data.Vector as V
import Linear
import Linear.V
import qualified Test.HUnit.Base as HUnit
import Test.QuickCheck
import Test.Framework ( Test, testGroup )
import Test.Framework.Providers.HUnit ( testCase )
import Test.Framework.Providers.QuickCheck2 ( testProperty )
import Dyno.Vectorize
import Dyno.TypeVecs ( Vec )
import qualified Dyno.TypeVecs as TV
import Utils
data X0 a = X0 a (V3 a) a (V2 a) deriving (Show, Eq, Functor, Generic, Generic1)
data X1 f g h a = X1 (f a) (V3 (g a)) a (V2 a) a (h a) deriving (Show, Eq, Functor, Generic, Generic1)
instance Vectorize X0
instance (Vectorize f, Vectorize g, Vectorize h) => Vectorize (X1 f g h)
data Vectorizes where
Vectorizes ::
(Show (f Int), Eq (f Int), Vectorize f)
=> { vShrinks :: [Vectorizes]
, vName :: String
, vProxy :: Proxy f } -> Vectorizes
data Dims where
Dims :: Dim n =>
{ dShrinks :: [Dims]
, dProxy :: Proxy (n :: k)
} -> Dims
instance Show Dims where
show (Dims _ p) = show (reflectDim p)
instance Arbitrary Dims where
arbitrary = elements [ d0, d1, d2, d3, d4, d10, d100 ]
where
d0 = Dims [] (Proxy :: Proxy 0)
d1 = Dims [d0] (Proxy :: Proxy 1)
d2 = Dims [d0,d1] (Proxy :: Proxy 2)
d3 = Dims [d0,d1,d2] (Proxy :: Proxy 3)
d4 = Dims [d0,d1,d2,d3] (Proxy :: Proxy 4)
d10 = Dims [d0,d1,d2,d3,d4] (Proxy :: Proxy 10)
d100 = Dims [d0,d1,d2,d3,d4,d10] (Proxy :: Proxy 100)
shrink = dShrinks
instance Show Vectorizes where
show = vName
maxVSize :: Int
maxVSize = 1000
instance Arbitrary Vectorizes where
arbitrary = do
x <- oneof [primitives, compounds primitives, compounds (compounds primitives)]
if vecSize x <= maxVSize then return x else arbitrary
shrink = filter ((<= maxVSize) . vecSize) . shrink' True
where
shrink' True v = vShrinks v ++ concatMap (shrink' False) (vShrinks v)
shrink' False v = vShrinks v
vecSize :: Vectorizes -> Int
vecSize (Vectorizes _ _ p) = vlength p
primitives :: Gen Vectorizes
primitives = do
d <- arbitrary
elements
[ Vectorizes [] "None" (Proxy :: Proxy None)
, Vectorizes [] "Id" (Proxy :: Proxy Id)
, Vectorizes [] "V0" (Proxy :: Proxy V0)
, Vectorizes [] "V1" (Proxy :: Proxy V1)
, Vectorizes [] "V2" (Proxy :: Proxy V2)
, Vectorizes [] "V3" (Proxy :: Proxy V3)
, Vectorizes [] "V4" (Proxy :: Proxy V4)
, Vectorizes [] "X0" (Proxy :: Proxy X0)
, mkTypeVec True d
]
compounds :: Gen Vectorizes -> Gen Vectorizes
compounds genIt = do
v1@(Vectorizes _ m1 p1) <- genIt
v2@(Vectorizes _ m2 p2) <- genIt
v3@(Vectorizes _ m3 p3) <- genIt
elements
[ Vectorizes
{ vShrinks = [v1, v2]
, vName = "Tuple (" ++ m1 ++ ") (" ++ m2 ++ ")"
, vProxy = reproxy2 (Proxy :: Proxy Tuple) p1 p2
}
, Vectorizes
{ vShrinks = [v1, v2, v3]
, vName = "Triple (" ++ m1 ++ ") (" ++ m2 ++ ") (" ++ m3 ++ ")"
, vProxy = reproxy3 (Proxy :: Proxy Triple) p1 p2 p3
}
, Vectorizes
{ vShrinks = [v1, v2, v3]
, vName = "X1 (" ++ m1 ++ ") (" ++ m2 ++ ") " ++ m3 ++ ")"
, vProxy = reproxy3 (Proxy :: Proxy X1) p1 p2 p3
}
]
mkTypeVec :: Bool -> Dims -> Vectorizes
mkTypeVec shrinkThis d@(Dims _ pd) =
Vectorizes
{ vShrinks = if shrinkThis then map (mkTypeVec False) (shrink d) else []
, vName = "Vec " ++ show d
, vProxy = reproxy (Proxy :: Proxy TV.Vec) pd
}
fillInc :: forall x . Vectorize x => x Int
fillInc = devectorize $ V.fromList $ take (vlength (Proxy :: Proxy x)) [0..]
vectorizeThenDevectorize ::
forall x
. (Show (x Int), Eq (x Int), Vectorize x)
=> Proxy x -> Bool
vectorizeThenDevectorize _ = case ex1 of
Right x1 -> x0 == x1
Left _ -> False
where
x0 :: x Int
x0 = fillInc
ex1 :: Either String (x Int)
ex1 = devectorize' (vectorize x0)
prop_vecThenDevec :: Vectorizes -> Bool
prop_vecThenDevec (Vectorizes _ _ p) = vectorizeThenDevectorize p
transposeUnTranspose ::
forall n m
. (Eq (Vec n (Vec m Int)), Show (Vec n (Vec m Int)), Dim n, Dim m)
=> Proxy n -> Proxy m -> Bool
transposeUnTranspose _ _ = x0 == x2
where
n = TV.reflectDim (Proxy :: Proxy n)
m = TV.reflectDim (Proxy :: Proxy m)
x0 :: Vec n (Vec m Int)
x0 = TV.mkVec' [TV.mkVec' [(j*m + k) | k <- [0..(m-1)]] | j <- [0..(n-1)]]
x1 :: Vec m (Vec n Int)
x1 = TV.tvtranspose x0
x2 :: Vec n (Vec m Int)
x2 = TV.tvtranspose x1
prop_transpose :: Dims -> Dims -> Bool
prop_transpose (Dims _ n) (Dims _ m) = transposeUnTranspose n m
test_vdiag :: HUnit.Assertion
test_vdiag = HUnit.assertEqual "" x y
where
x :: V3 (V3 Int)
x = V3
(V3 7 0 0)
(V3 0 8 0)
(V3 0 0 9)
y :: V3 (V3 Int)
y = vdiag (V3 7 8 9)
test_vdiag' :: HUnit.Assertion
test_vdiag' = HUnit.assertEqual "" x y
where
x :: V3 (V3 Int)
x = V3
(V3 7 3 3)
(V3 3 8 3)
(V3 3 3 9)
y :: V3 (V3 Int)
y = vdiag' (V3 7 8 9) 3
vectorizeTests :: Test
vectorizeTests =
testGroup "vectorize tests"
[ testProperty "vec . devec" prop_vecThenDevec
, testProperty "transposeUnTranspose" prop_transpose
, testCase "vdiag" test_vdiag
, testCase "vdiag'" test_vdiag'
]