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-rw-r--r--src/AST/Types.hs116
1 files changed, 41 insertions, 75 deletions
diff --git a/src/AST/Types.hs b/src/AST/Types.hs
index 217b2f5..b20fc2d 100644
--- a/src/AST/Types.hs
+++ b/src/AST/Types.hs
@@ -1,34 +1,34 @@
{-# LANGUAGE DataKinds #-}
{-# LANGUAGE GADTs #-}
{-# LANGUAGE LambdaCase #-}
+{-# LANGUAGE PolyKinds #-}
{-# LANGUAGE RankNTypes #-}
{-# LANGUAGE StandaloneDeriving #-}
{-# LANGUAGE StandaloneKindSignatures #-}
{-# LANGUAGE TypeFamilies #-}
{-# LANGUAGE TypeOperators #-}
+{-# LANGUAGE TypeData #-}
module AST.Types where
import Data.Int (Int32, Int64)
+import Data.GADT.Compare
import Data.GADT.Show
import Data.Kind (Type)
-import Data.Some
import Data.Type.Equality
import Data
-data Ty
+type data Ty
= TNil
| TPair Ty Ty
| TEither Ty Ty
| TMaybe Ty
| TArr Nat Ty -- ^ rank, element type
| TScal ScalTy
- | TAccum Ty -- ^ the accumulator contains D2 of this type
- deriving (Show, Eq, Ord)
+ | TAccum Ty -- ^ contained type must be a monoid type
-data ScalTy = TI32 | TI64 | TF32 | TF64 | TBool
- deriving (Show, Eq, Ord)
+type data ScalTy = TI32 | TI64 | TF32 | TF64 | TBool
type STy :: Ty -> Type
data STy t where
@@ -41,22 +41,25 @@ data STy t where
STAccum :: STy t -> STy (TAccum t)
deriving instance Show (STy t)
-instance TestEquality STy where
- testEquality STNil STNil = Just Refl
- testEquality STNil _ = Nothing
- testEquality (STPair a b) (STPair a' b') | Just Refl <- testEquality a a', Just Refl <- testEquality b b' = Just Refl
- testEquality STPair{} _ = Nothing
- testEquality (STEither a b) (STEither a' b') | Just Refl <- testEquality a a', Just Refl <- testEquality b b' = Just Refl
- testEquality STEither{} _ = Nothing
- testEquality (STMaybe a) (STMaybe a') | Just Refl <- testEquality a a' = Just Refl
- testEquality STMaybe{} _ = Nothing
- testEquality (STArr a b) (STArr a' b') | Just Refl <- testEquality a a', Just Refl <- testEquality b b' = Just Refl
- testEquality STArr{} _ = Nothing
- testEquality (STScal a) (STScal a') | Just Refl <- testEquality a a' = Just Refl
- testEquality STScal{} _ = Nothing
- testEquality (STAccum a) (STAccum a') | Just Refl <- testEquality a a' = Just Refl
- testEquality STAccum{} _ = Nothing
-
+instance GCompare STy where
+ gcompare = \cases
+ STNil STNil -> GEQ
+ STNil _ -> GLT ; _ STNil -> GGT
+ (STPair a b) (STPair a' b') -> gorderingLift2 (gcompare a a') (gcompare b b')
+ STPair{} _ -> GLT ; _ STPair{} -> GGT
+ (STEither a b) (STEither a' b') -> gorderingLift2 (gcompare a a') (gcompare b b')
+ STEither{} _ -> GLT ; _ STEither{} -> GGT
+ (STMaybe a) (STMaybe a') -> gorderingLift1 (gcompare a a')
+ STMaybe{} _ -> GLT ; _ STMaybe{} -> GGT
+ (STArr n t) (STArr n' t') -> gorderingLift2 (gcompare n n') (gcompare t t')
+ STArr{} _ -> GLT ; _ STArr{} -> GGT
+ (STScal t) (STScal t') -> gorderingLift1 (gcompare t t')
+ STScal{} _ -> GLT ; _ STScal{} -> GGT
+ (STAccum t) (STAccum t') -> gorderingLift1 (gcompare t t')
+ -- STAccum{} _ -> GLT ; _ STAccum{} -> GGT
+
+instance TestEquality STy where testEquality = geq
+instance GEq STy where geq = defaultGeq
instance GShow STy where gshowsPrec = defaultGshowsPrec
data SScalTy t where
@@ -67,14 +70,21 @@ data SScalTy t where
STBool :: SScalTy TBool
deriving instance Show (SScalTy t)
-instance TestEquality SScalTy where
- testEquality STI32 STI32 = Just Refl
- testEquality STI64 STI64 = Just Refl
- testEquality STF32 STF32 = Just Refl
- testEquality STF64 STF64 = Just Refl
- testEquality STBool STBool = Just Refl
- testEquality _ _ = Nothing
-
+instance GCompare SScalTy where
+ gcompare = \cases
+ STI32 STI32 -> GEQ
+ STI32 _ -> GLT ; _ STI32 -> GGT
+ STI64 STI64 -> GEQ
+ STI64 _ -> GLT ; _ STI64 -> GGT
+ STF32 STF32 -> GEQ
+ STF32 _ -> GLT ; _ STF32 -> GGT
+ STF64 STF64 -> GEQ
+ STF64 _ -> GLT ; _ STF64 -> GGT
+ STBool STBool -> GEQ
+ -- STBool _ -> GLT ; _ STBool -> GGT
+
+instance TestEquality SScalTy where testEquality = geq
+instance GEq SScalTy where geq = defaultGeq
instance GShow SScalTy where gshowsPrec = defaultGshowsPrec
scalRepIsShow :: SScalTy t -> Dict (Show (ScalRep t))
@@ -89,50 +99,6 @@ type TIx = TScal TI64
tIx :: STy TIx
tIx = STScal STI64
-unSTy :: STy t -> Ty
-unSTy = \case
- STNil -> TNil
- STPair a b -> TPair (unSTy a) (unSTy b)
- STEither a b -> TEither (unSTy a) (unSTy b)
- STMaybe t -> TMaybe (unSTy t)
- STArr n t -> TArr (unSNat n) (unSTy t)
- STScal t -> TScal (unSScalTy t)
- STAccum t -> TAccum (unSTy t)
-
-unSEnv :: SList STy env -> [Ty]
-unSEnv SNil = []
-unSEnv (SCons t l) = unSTy t : unSEnv l
-
-unSScalTy :: SScalTy t -> ScalTy
-unSScalTy = \case
- STI32 -> TI32
- STI64 -> TI64
- STF32 -> TF32
- STF64 -> TF64
- STBool -> TBool
-
-reSTy :: Ty -> Some STy
-reSTy = \case
- TNil -> Some STNil
- TPair a b | Some a' <- reSTy a, Some b' <- reSTy b -> Some $ STPair a' b'
- TEither a b | Some a' <- reSTy a, Some b' <- reSTy b -> Some $ STEither a' b'
- TMaybe t | Some t' <- reSTy t -> Some $ STMaybe t'
- TArr n t | Some n' <- reSNat n, Some t' <- reSTy t -> Some $ STArr n' t'
- TScal t | Some t' <- reSScalTy t -> Some $ STScal t'
- TAccum t | Some t' <- reSTy t -> Some $ STAccum t'
-
-reSEnv :: [Ty] -> Some (SList STy)
-reSEnv [] = Some SNil
-reSEnv (t : l) | Some t' <- reSTy t, Some env <- reSEnv l = Some (SCons t' env)
-
-reSScalTy :: ScalTy -> Some SScalTy
-reSScalTy = \case
- TI32 -> Some STI32
- TI64 -> Some STI64
- TF32 -> Some STF32
- TF64 -> Some STF64
- TBool -> Some STBool
-
type family ScalRep t where
ScalRep TI32 = Int32
ScalRep TI64 = Int64
@@ -161,7 +127,7 @@ type family ScalIsIntegral t where
ScalIsIntegral TF64 = False
ScalIsIntegral TBool = False
--- | Returns true for arrays /and/ accumulators;
+-- | Returns true for arrays /and/ accumulators.
hasArrays :: STy t' -> Bool
hasArrays STNil = False
hasArrays (STPair a b) = hasArrays a || hasArrays b