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https://github.com/GaloisInc/cryptol.git
synced 2024-11-28 01:13:34 +03:00
Make singleSubst
perform checks and return Either
type.
The old `singleSubst` has been renamed to `uncheckedSingleSubst`. Fixes #723.
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@ -9,7 +9,7 @@ import Control.Monad(guard)
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import Cryptol.TypeCheck.Type
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import Cryptol.TypeCheck.SimpType(tMax,tWidth)
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import Cryptol.TypeCheck.Error(Warning(..))
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import Cryptol.TypeCheck.Subst(Subst,apSubst,listSubst,substBinds,singleSubst)
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import Cryptol.TypeCheck.Subst(Subst,apSubst,listSubst,substBinds,uncheckedSingleSubst)
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import Cryptol.TypeCheck.InferTypes(Goal,goal,Goals(..),goalsFromList)
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import Cryptol.TypeCheck.Solver.SMT(Solver,tryGetModel,shrinkModel)
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import Cryptol.Utils.Panic(panic)
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@ -152,7 +152,7 @@ improveByDefaultingWithPure as ps =
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let ty = case ts of
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[] -> tNum (0::Int)
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_ -> foldr1 tMax ts
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su1 = singleSubst x ty
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su1 = uncheckedSingleSubst x ty
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in ( (x,ty) : [ (y,apSubst su1 t) | (y,t) <- yes ]
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, no -- We know that `x` does not appear here
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, otherFree -- We know that `x` did not appear here either
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@ -51,7 +51,7 @@ improveLit impSkol prop =
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(_,b) <- aSeq t
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a <- aTVar b
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unless impSkol $ guard (isFreeTV a)
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let su = singleSubst a tBit
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let su = uncheckedSingleSubst a tBit
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return (su, [])
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@ -66,13 +66,15 @@ improveEq impSkol fins prop =
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where
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rewrite this other =
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do x <- aTVar this
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guard (considerVar x && x `Set.notMember` fvs other)
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return (singleSubst x other, [])
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guard (considerVar x)
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case singleSubst x other of
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Left _ -> mzero
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Right su -> return (su, [])
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<|>
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do (v,s) <- isSum this
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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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case singleSubst v (Mk.tSub other s) of
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Left _ -> mzero
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Right su -> return (su, [ 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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@ -14,8 +14,10 @@
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module Cryptol.TypeCheck.Subst
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( Subst
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, emptySubst
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, SubstError(..)
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, singleSubst
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, singleTParamSubst
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, uncheckedSingleSubst
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, (@@)
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, defaultingSubst
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, listSubst
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@ -75,20 +77,38 @@ emptySubst =
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, suDefaulting = False
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}
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singleSubst :: TVar -> Type -> Subst
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singleSubst v@(TVFree i _ _tps _) t =
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-- | Reasons to reject a single-variable substitution.
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data SubstError
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= SubstRecursive
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-- ^ 'TVar' maps to a type containing the same variable.
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| SubstEscaped [TParam]
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-- ^ 'TVar' maps to a type containing one or more out-of-scope bound variables.
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singleSubst :: TVar -> Type -> Either SubstError Subst
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singleSubst x t
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| x `Set.member` fvs t = Left SubstRecursive
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| not (Set.null escaped) = Left (SubstEscaped (Set.toList escaped))
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| otherwise = Right (uncheckedSingleSubst x t)
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where
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escaped =
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case x of
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TVBound _ -> Set.empty
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TVFree _ _ scope _ -> freeParams t `Set.difference` scope
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uncheckedSingleSubst :: TVar -> Type -> Subst
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uncheckedSingleSubst v@(TVFree i _ _tps _) t =
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S { suFreeMap = IntMap.singleton i (v, t)
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, suBoundMap = IntMap.empty
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, suDefaulting = False
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}
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singleSubst v@(TVBound tp) t =
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uncheckedSingleSubst v@(TVBound tp) t =
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S { suFreeMap = IntMap.empty
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, suBoundMap = IntMap.singleton (tpUnique tp) (v, t)
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, suDefaulting = False
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}
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singleTParamSubst :: TParam -> Type -> Subst
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singleTParamSubst tp t = singleSubst (TVBound tp) t
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singleTParamSubst tp t = uncheckedSingleSubst (TVBound tp) t
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(@@) :: Subst -> Subst -> Subst
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s2 @@ s1
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@ -338,4 +358,3 @@ instance TVars DeclDef where
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instance TVars Module where
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apSubst su m = m { mDecls = apSubst su (mDecls m) }
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@ -111,14 +111,17 @@ bindVar v@(TVBound {}) t
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where k = kindOf v
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bindVar x@(TVFree _ _ xscope _) (TVar y@(TVFree _ _ yscope _))
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| xscope `Set.isProperSubsetOf` yscope = return (singleSubst y (TVar x), [])
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| xscope `Set.isProperSubsetOf` yscope =
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return (uncheckedSingleSubst y (TVar x), [])
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bindVar x@(TVFree _ k inScope _d) t
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bindVar x@(TVFree _ k _scope _d) t
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| not (k == kindOf t) = uniError $ UniKindMismatch k (kindOf t)
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| recTy && k == KType = uniError $ UniRecursive x t
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| not (Set.null escaped) = uniError $ UniNonPolyDepends x $ Set.toList escaped
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| recTy = return (emptySubst, [TVar x =#= t])
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| otherwise = return (singleSubst x t, [])
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where
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escaped = freeParams t `Set.difference` inScope
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recTy = x `Set.member` fvs t
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| otherwise =
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case singleSubst x t of
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Left SubstRecursive
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| k == KType -> uniError $ UniRecursive x t
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| otherwise -> return (emptySubst, [TVar x =#= t])
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Left (SubstEscaped tps) ->
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uniError $ UniNonPolyDepends x tps
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Right su ->
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return (su, [])
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