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https://github.com/GaloisInc/cryptol.git
synced 2024-11-28 01:13:34 +03:00
Fix some of the broken tests.
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424d02eb27
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2c3145a417
@ -53,6 +53,8 @@ tAdd x y
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guard (b == y)
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return a) = v
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| Just v <- matchMaybe (factor <|> same <|> swapVars) = v
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| otherwise = tf2 TCAdd x y
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where
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isSumK t = case tNoUser t of
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@ -63,8 +65,32 @@ tAdd x y
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addK 0 t = t
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addK n t | Just (m,b) <- isSumK t = tf2 TCAdd (tNum (n + m)) b
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| Just v <- matchMaybe
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$ do (a,b) <- (|-|) t
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(do m <- aNat b
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return $ case compare n m of
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GT -> tAdd (tNum (n-m)) a
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EQ -> a
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LT -> tSub a (tNum (m-n)))
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<|>
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(do m <- aNat a
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return (tSub (tNum (m+n)) b))
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= v
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| otherwise = tf2 TCAdd (tNum n) t
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factor = do (a,b1) <- aMul x
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(a',b2) <- aMul y
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guard (a == a')
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return (tMul a (tAdd b1 b2))
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same = do guard (x == y)
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return (tMul (tNum (2 :: Int)) x)
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swapVars = do a <- aTVar x
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b <- aTVar y
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guard (b < a)
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return (tf2 TCAdd y x)
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tSub :: Type -> Type -> Type
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tSub x y
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| Just t <- tOp TCSub (op2 nSub) [x,y] = t
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@ -97,6 +123,7 @@ tMul x y
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| Just t <- tOp TCMul (total (op2 nMul)) [x,y] = t
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| Just n <- tIsNum x = mulK n y
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| Just n <- tIsNum y = mulK n x
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| Just v <- matchMaybe swapVars = v
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| otherwise = tf2 TCMul x y
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where
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mulK 0 _ = tNum (0 :: Int)
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@ -114,6 +141,13 @@ tMul x y
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| otherwise = tf2 TCMul (tNum n) t
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where t' = tNoUser t
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swapVars = do a <- aTVar x
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b <- aTVar y
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guard (b < a)
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return (tf2 TCMul y x)
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tDiv :: Type -> Type -> Type
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tDiv x y
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| Just t <- tOp TCDiv (op2 nDiv) [x,y] = t
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@ -143,10 +177,17 @@ tMin x y
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| Just t <- tOp TCMin (total (op2 nMin)) [x,y] = t
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| Just n <- tIsNat' x = minK n y
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| Just n <- tIsNat' y = minK n x
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| Just n <- matchMaybe (minPlusK x y <|> minPlusK y x) = n
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| x == y = x
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-- XXX: min (k + t) t -> t
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| otherwise = tf2 TCMin x y
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where
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minPlusK a b = do (l,r) <- anAdd a
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k <- aNat l
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guard (k >= 1 && b == r)
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return b
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minK Inf t = t
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minK (Nat 0) _ = tNum (0 :: Int)
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minK (Nat k) t
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@ -234,8 +275,10 @@ tOp tf f ts
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where
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err xs = TCErrorMessage $
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"Invalid applicatoin of " ++ show (pp tf) ++ " to " ++
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unwords (map show xs)
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unwords (map ppIN xs)
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ppIN Inf = "inf"
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ppIN (Nat x) = show x
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@ -54,6 +54,7 @@ improveEq impSkol fins prop =
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guard (v `Set.notMember` fvs other)
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return (singleSubst v (Mk.tSub other s), [ other >== s ])
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isSum t = do (v,s) <- matches t (anAdd, aTVar, __)
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valid v s
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<|> do (s,v) <- matches t (anAdd, __, aTVar)
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@ -17,14 +17,16 @@ import Cryptol.TypeCheck.SimpType
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cryIsEqual :: Ctxt -> Type -> Type -> Solved
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cryIsEqual _ t1 t2 =
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cryIsEqual ctxt t1 t2 =
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matchDefault Unsolved $
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(pBin PEqual (==) t1 t2)
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<|> (aNat' t1 >>= tryEqK t2)
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<|> (aNat' t2 >>= tryEqK t1)
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<|> (aNat' t1 >>= tryEqK ctxt t2)
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<|> (aNat' t2 >>= tryEqK ctxt t1)
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<|> (aTVar t1 >>= tryEqVar t2)
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<|> (aTVar t2 >>= tryEqVar t1)
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<|> ( guard (t1 == t2) >> return (SolvedIf []))
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<|> tryEqMin t1 t2
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<|> tryEqMin t2 t1
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@ -36,6 +38,7 @@ cryIsGeq i t1 t2 =
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matchDefault Unsolved $
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(pBin PGeq (>=) t1 t2)
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<|> (aNat' t1 >>= tryGeqKThan i t2)
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<|> (aNat' t2 >>= tryGeqThanK i t1)
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<|> (aTVar t2 >>= tryGeqThanVar i t1)
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<|> tryGeqThanSub i t1 t2
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<|> (geqByInterval i t1 t2)
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@ -73,6 +76,17 @@ tryGeqKThan _ ty (Nat n) =
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Nat 0 -> []
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Nat k -> [ tNum (div n k) >== b ]
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tryGeqThanK :: Ctxt -> Type -> Nat' -> Match Solved
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tryGeqThanK _ t Inf = return (SolvedIf [ t =#= tInf ])
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tryGeqThanK _ t (Nat k) =
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do (a,b) <- anAdd t
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n <- aNat a
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return $ SolvedIf $ if n >= k
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then []
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else [ b >== tNum (k - n) ]
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tryGeqThanSub :: Ctxt -> Type -> Type -> Match Solved
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tryGeqThanSub _ x y =
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do (a,_) <- (|-|) y
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@ -98,6 +112,13 @@ geqByInterval ctxt x y =
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--------------------------------------------------------------------------------
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tryEqMin :: Type -> Type -> Match Solved
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tryEqMin x y =
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do (a,b) <- aMin x
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let check m1 m2 = do guard (m1 == y)
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return $ SolvedIf [ m2 >== m1 ]
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check a b <|> check b a
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tryEqVar :: Type -> TVar -> Match Solved
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tryEqVar ty x =
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@ -135,9 +156,14 @@ tryEqVar ty x =
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-- e.g., 10 = t
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tryEqK :: Type -> Nat' -> Match Solved
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tryEqK ty lk =
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tryEqK :: Ctxt -> Type -> Nat' -> Match Solved
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tryEqK ctxt ty lk =
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do guard (lk == Inf)
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(a,b) <- anAdd ty
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let check x y = do guard (iIsFin (typeInterval ctxt x))
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return $ SolvedIf [ y =#= tInf ]
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check a b <|> check b a
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<|>
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do (rk, b) <- matches ty (anAdd, aNat', __)
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return $
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case nSub lk rk of
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@ -1,8 +1,4 @@
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Loading module Cryptol
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[error] at <interactive>:1:1--1:11:
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Unsolvable constraint:
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0 >= 1
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arising from
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use of partial type function -
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at <interactive>:1:7--1:10
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Invalid applicatoin of - to 0 1
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@ -8,7 +8,7 @@ Type Synonyms
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type Char = [8]
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type String n = [n][8]
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type Word n = [n]
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type lg2 n = width (max n 1 - 1)
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type lg2 n = width (max 1 n - 1)
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Symbols
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=======
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@ -60,8 +60,8 @@ Symbols
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last == len) => [len][bits]
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fromTo : {first, last, bits} (fin last, fin bits, last >= first,
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bits >= width last) => [1 + (last - first)][bits]
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groupBy : {each, parts, elem} (fin each) => [parts *
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each]elem -> [parts][each]elem
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groupBy : {each, parts, elem} (fin each) => [each *
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parts]elem -> [parts][each]elem
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infFrom : {bits} (fin bits) => [bits] -> [inf][bits]
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infFromThen : {bits} (fin bits) => [bits] -> [bits] -> [inf][bits]
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join : {parts, each, a} (fin each) => [parts][each]a -> [parts *
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@ -72,7 +72,8 @@ Symbols
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negate : {a} (Arith a) => a -> a
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pdiv : {a, b} (fin a, fin b) => [a] -> [b] -> [a]
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pmod : {a, b} (fin a, fin b) => [a] -> [1 + b] -> [b]
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pmult : {a, b} (fin a, fin b) => [1 + a] -> [1 + b] -> [1 + a + b]
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pmult : {a, b} (fin a, fin b) => [1 + a] -> [1 + b] -> [1 +
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(a + b)]
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random : {a} [256] -> a
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reverse : {a, b} (fin a) => [a]b -> [a]b
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split : {parts, each, a} (fin each) => [parts *
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@ -5,15 +5,14 @@ module test01
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import Cryptol
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/* Not recursive */
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test01::a : {a, b} (fin a) => [a]b -> [2 * a]b
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test01::a = \{a, b} (fin a) ->
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(\ (x : [a]b) ->
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test01::f a x
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where
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/* Not recursive */
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test01::f : {c} [c]b -> [a + c]b
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test01::f = \{c} (y : [c]b) -> (Cryptol::#) a c b <> x y
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test01::a = \{a, b} (fin a) (x : [a]b) ->
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test01::f a x
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where
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/* Not recursive */
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test01::f : {c} [c]b -> [a + c]b
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test01::f = \{c} (y : [c]b) -> (Cryptol::#) a c b <> x y
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) : [a]b -> [2 * a]b
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Loading module Cryptol
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Loading module test01
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@ -21,13 +20,12 @@ module test01
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import Cryptol
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/* Not recursive */
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test01::a : {a, b} (fin a) => [a]b -> [2 * a]b
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test01::a = \{a, b} (fin a) ->
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(\ (x : [a]b) ->
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test01::f x
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where
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/* Not recursive */
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test01::f : [a]b -> [a + a]b
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test01::f = \ (y : [a]b) -> (Cryptol::#) a a b <> x y
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test01::a = \{a, b} (fin a) (x : [a]b) ->
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test01::f x
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where
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/* Not recursive */
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test01::f : [a]b -> [2 * a]b
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test01::f = \ (y : [a]b) -> (Cryptol::#) a a b <> x y
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) : [a]b -> [2 * a]b
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@ -32,10 +32,9 @@ test05::test = \{a, b, c} (fin c, c >= 4) (a : [a]b) ->
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test05::foo = a
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/* Not recursive */
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test05::bar : {e} (fin e) => [a + e]b
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test05::bar : {e} (fin e) => [e + a]b
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test05::bar = \{e} (fin e) ->
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(Cryptol::#) e a b <> (Cryptol::zero ([e]b)) test05::foo : [a +
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e]b
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(Cryptol::#) e a b <> (Cryptol::zero ([e]b)) test05::foo
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@ -70,7 +69,7 @@ test05::test = \{a, b, c} (fin c, c >= 4) (a : [a]b) ->
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test05::foo = Cryptol::demote 10 10 <> <> <>
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/* Not recursive */
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test05::f : [0 + a]b
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test05::f : [a]b
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test05::f = test05::bar
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where
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/* Not recursive */
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@ -78,7 +77,7 @@ test05::test = \{a, b, c} (fin c, c >= 4) (a : [a]b) ->
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test05::foo = a
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/* Not recursive */
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test05::bar : [0 + a]b
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test05::bar : [a]b
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test05::bar = (Cryptol::#) 0 a b <> (Cryptol::zero ([0]b)) test05::foo
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