discharge_ct :: CanonicalCt -> TcS Bool -> TcS Bool
discharge_ct ct _rest
- | evVarPred (cc_id ct) `tcEqPred` the_pred
+ | evVarPred (cc_id ct) `eqPred` the_pred
, cc_flavor ct `canSolve` fl
- = do { when (isWanted fl) $ set_ev_bind ev (cc_id ct)
+ = do { when (isWanted fl) $ setEvBind ev (evVarTerm (cc_id ct))
-- Deriveds need no evidence
-- For Givens, we already have evidence, and we don't need it twice
; return True }
- where
- set_ev_bind x y
- | EqPred {} <- evVarPred y = setEvBind x (EvCoercion (mkCoVarCoercion y))
- | otherwise = setEvBind x (EvId y)
discharge_ct _ct rest = rest
\end{code}
]
; setWantedTyBind tv xi
- ; cv_given <- newGivenCoVar (mkTyVarTy tv) xi xi
+ ; let refl_xi = mkReflCo xi
+ ; cv_given <- newGivenCoVar (mkTyVarTy tv) xi refl_xi
- ; when (isWanted wd) (setCoBind cv xi)
+ ; when (isWanted wd) (setCoBind cv refl_xi)
-- We don't want to do this for Derived, that's why we use 'when (isWanted wd)'
; return $ SPSolved (CTyEqCan { cc_id = cv_given
doInteractWithInert
inertItem@(CDictCan { cc_id = d1, cc_flavor = fl1, cc_class = cls1, cc_tyargs = tys1 })
workItem@(CDictCan { cc_id = d2, cc_flavor = fl2, cc_class = cls2, cc_tyargs = tys2 })
- | cls1 == cls2 && (and $ zipWith tcEqType tys1 tys2)
+ | cls1 == cls2 && eqTypes tys1 tys2
= solveOneFromTheOther "Cls/Cls" (EvId d1,fl1) workItem
| cls1 == cls2 && (not (isGiven fl1 && isGiven fl2))
; case m of
Nothing -> noInteraction workItem
Just (rewritten_tys2, cos2, fd_work)
- | tcEqTypes tys1 rewritten_tys2
+ | eqTypes tys1 rewritten_tys2
-> -- Solve him on the spot in this case
case fl2 of
Given {} -> pprPanic "Unexpected given" (ppr inertItem $$ ppr workItem)
workListFromNonEq workItem' `unionWorkList` fd_work }
where
- dict_co = mkTyConCoercion (classTyCon cls1) cos2
+ dict_co = mkTyConAppCo (classTyCon cls1) cos2
}
-- Class constraint and given equality: use the equality to rewrite
-- we must *override* the outer one with the inner one
mkIRContinue "IP/IP override" workItem DropInert emptyWorkList
- | nm1 == nm2 && ty1 `tcEqType` ty2
+ | nm1 == nm2 && ty1 `eqType` ty2
= solveOneFromTheOther "IP/IP" (EvId id1,ifl) workItem
| nm1 == nm2
workItem@(CFunEqCan { cc_id = cv2, cc_flavor = fl2, cc_fun = tc2
, cc_tyargs = args2, cc_rhs = xi2 })
| fl1 `canSolve` fl2 && lhss_match
- = do { cans <- rewriteEqLHS LeftComesFromInert (mkCoVarCoercion cv1,xi1) (cv2,fl2,xi2)
+ = do { cans <- rewriteEqLHS LeftComesFromInert (mkCoVarCo cv1,xi1) (cv2,fl2,xi2)
; mkIRStopK "FunEq/FunEq" cans }
| fl2 `canSolve` fl1 && lhss_match
- = do { cans <- rewriteEqLHS RightComesFromInert (mkCoVarCoercion cv2,xi2) (cv1,fl1,xi1)
+ = do { cans <- rewriteEqLHS RightComesFromInert (mkCoVarCo cv2,xi2) (cv1,fl1,xi1)
; mkIRContinue "FunEq/FunEq" workItem DropInert cans }
where
- lhss_match = tc1 == tc2 && and (zipWith tcEqType args1 args2)
+ lhss_match = tc1 == tc2 && eqTypes args1 args2
doInteractWithInert (CTyEqCan { cc_id = cv1, cc_flavor = fl1, cc_tyvar = tv1, cc_rhs = xi1 })
workItem@(CTyEqCan { cc_id = cv2, cc_flavor = fl2, cc_tyvar = tv2, cc_rhs = xi2 })
-- Check for matching LHS
| fl1 `canSolve` fl2 && tv1 == tv2
- = do { cans <- rewriteEqLHS LeftComesFromInert (mkCoVarCoercion cv1,xi1) (cv2,fl2,xi2)
+ = do { cans <- rewriteEqLHS LeftComesFromInert (mkCoVarCo cv1,xi1) (cv2,fl2,xi2)
; mkIRStopK "Eq/Eq lhs" cans }
| fl2 `canSolve` fl1 && tv1 == tv2
- = do { cans <- rewriteEqLHS RightComesFromInert (mkCoVarCoercion cv2,xi2) (cv1,fl1,xi1)
+ = do { cans <- rewriteEqLHS RightComesFromInert (mkCoVarCo cv2,xi2) (cv1,fl1,xi1)
; mkIRContinue "Eq/Eq lhs" workItem DropInert cans }
-- Check for rewriting RHS
-- Equational Rewriting
rewriteDict :: (CoVar, TcTyVar, Xi) -> (DictId, CtFlavor, Class, [Xi]) -> TcS CanonicalCt
rewriteDict (cv,tv,xi) (dv,gw,cl,xis)
- = do { let cos = substTysWith [tv] [mkCoVarCoercion cv] xis -- xis[tv] ~ xis[xi]
+ = do { let cos = map (liftCoSubstWith [tv] [mkCoVarCo cv]) xis -- xis[tv] ~ xis[xi]
args = substTysWith [tv] [xi] xis
con = classTyCon cl
- dict_co = mkTyConCoercion con cos
+ dict_co = mkTyConAppCo con cos
; dv' <- newDictVar cl args
; case gw of
- Wanted {} -> setDictBind dv (EvCast dv' (mkSymCoercion dict_co))
+ Wanted {} -> setDictBind dv (EvCast dv' (mkSymCo dict_co))
Given {} -> setDictBind dv' (EvCast dv dict_co)
Derived {} -> return () -- Derived dicts we don't set any evidence
rewriteIP :: (CoVar,TcTyVar,Xi) -> (EvVar,CtFlavor, IPName Name, TcType) -> TcS CanonicalCt
rewriteIP (cv,tv,xi) (ipid,gw,nm,ty)
- = do { let ip_co = substTyWith [tv] [mkCoVarCoercion cv] ty -- ty[tv] ~ t[xi]
- ty' = substTyWith [tv] [xi] ty
+ = do { let ip_co = liftCoSubstWith [tv] [mkCoVarCo cv] ty -- ty[tv] ~ t[xi]
+ ty' = substTyWith [tv] [xi] ty
; ipid' <- newIPVar nm ty'
; case gw of
- Wanted {} -> setIPBind ipid (EvCast ipid' (mkSymCoercion ip_co))
+ Wanted {} -> setIPBind ipid (EvCast ipid' (mkSymCo ip_co))
Given {} -> setIPBind ipid' (EvCast ipid ip_co)
Derived {} -> return () -- Derived ips: we don't set any evidence
rewriteFunEq :: (CoVar,TcTyVar,Xi) -> (CoVar,CtFlavor,TyCon, [Xi], Xi) -> TcS CanonicalCt
rewriteFunEq (cv1,tv,xi1) (cv2,gw, tc,args,xi2) -- cv2 :: F args ~ xi2
- = do { let arg_cos = substTysWith [tv] [mkCoVarCoercion cv1] args
- args' = substTysWith [tv] [xi1] args
- fun_co = mkTyConCoercion tc arg_cos -- fun_co :: F args ~ F args'
+ = do { let co_subst = liftCoSubstWith [tv] [mkCoVarCo cv1]
+ arg_cos = map co_subst args
+ args' = substTysWith [tv] [xi1] args
+ fun_co = mkTyConAppCo tc arg_cos -- fun_co :: F args ~ F args'
xi2' = substTyWith [tv] [xi1] xi2
- xi2_co = substTyWith [tv] [mkCoVarCoercion cv1] xi2 -- xi2_co :: xi2 ~ xi2'
+ xi2_co = co_subst xi2 -- xi2_co :: xi2 ~ xi2'
; cv2' <- newCoVar (mkTyConApp tc args') xi2'
; case gw of
- Wanted {} -> setCoBind cv2 (fun_co `mkTransCoercion`
- mkCoVarCoercion cv2' `mkTransCoercion`
- mkSymCoercion xi2_co)
- Given {} -> setCoBind cv2' (mkSymCoercion fun_co `mkTransCoercion`
- mkCoVarCoercion cv2 `mkTransCoercion`
+ Wanted {} -> setCoBind cv2 (fun_co `mkTransCo`
+ mkCoVarCo cv2' `mkTransCo`
+ mkSymCo xi2_co)
+ Given {} -> setCoBind cv2' (mkSymCo fun_co `mkTransCo`
+ mkCoVarCo cv2 `mkTransCo`
xi2_co)
Derived {} -> return ()
rewriteEqRHS (cv1,tv1,xi1) (cv2,gw,tv2,xi2)
| Just tv2' <- tcGetTyVar_maybe xi2'
, tv2 == tv2' -- In this case xi2[xi1/tv1] = tv2, so we have tv2~tv2
- = do { when (isWanted gw) (setCoBind cv2 (mkSymCoercion co2'))
+ = do { when (isWanted gw) (setCoBind cv2 (mkSymCo co2'))
; return emptyWorkList }
| otherwise
= do { cv2' <- newCoVar (mkTyVarTy tv2) xi2'
; case gw of
- Wanted {} -> setCoBind cv2 $ mkCoVarCoercion cv2' `mkTransCoercion`
- mkSymCoercion co2'
- Given {} -> setCoBind cv2' $ mkCoVarCoercion cv2 `mkTransCoercion`
+ Wanted {} -> setCoBind cv2 $ mkCoVarCo cv2' `mkTransCo`
+ mkSymCo co2'
+ Given {} -> setCoBind cv2' $ mkCoVarCo cv2 `mkTransCo`
co2'
Derived {} -> return ()
; canEqToWorkList gw cv2' (mkTyVarTy tv2) xi2' }
where
xi2' = substTyWith [tv1] [xi1] xi2
- co2' = substTyWith [tv1] [mkCoVarCoercion cv1] xi2 -- xi2 ~ xi2[xi1/tv1]
+ co2' = liftCoSubstWith [tv1] [mkCoVarCo cv1] xi2 -- xi2 ~ xi2[xi1/tv1]
rewriteEqLHS :: WhichComesFromInert -> (Coercion,Xi) -> (CoVar,CtFlavor,Xi) -> TcS WorkList
-- Used to ineract two equalities of the following form:
= do { cv2' <- newCoVar xi2 xi1
; case gw of
Wanted {} -> setCoBind cv2 $
- co1 `mkTransCoercion` mkSymCoercion (mkCoVarCoercion cv2')
+ co1 `mkTransCo` mkSymCo (mkCoVarCo cv2')
Given {} -> setCoBind cv2' $
- mkSymCoercion (mkCoVarCoercion cv2) `mkTransCoercion` co1
+ mkSymCo (mkCoVarCo cv2) `mkTransCo` co1
Derived {} -> return ()
; mkCanonical gw cv2' }
= do { cv2' <- newCoVar xi1 xi2
; case gw of
Wanted {} -> setCoBind cv2 $
- co1 `mkTransCoercion` mkCoVarCoercion cv2'
+ co1 `mkTransCo` mkCoVarCo cv2'
Given {} -> setCoBind cv2' $
- mkSymCoercion co1 `mkTransCoercion` mkCoVarCoercion cv2
+ mkSymCo co1 `mkTransCo` mkCoVarCo cv2
Derived {} -> return ()
; mkCanonical gw cv2' }
rewriteFrozen (cv1, tv1, xi1) (cv2, fl2)
= do { cv2' <- newCoVar ty2a' ty2b' -- ty2a[xi1/tv1] ~ ty2b[xi1/tv1]
; case fl2 of
- Wanted {} -> setCoBind cv2 $ co2a' `mkTransCoercion`
- mkCoVarCoercion cv2' `mkTransCoercion`
- mkSymCoercion co2b'
+ Wanted {} -> setCoBind cv2 $ co2a' `mkTransCo`
+ mkCoVarCo cv2' `mkTransCo`
+ mkSymCo co2b'
- Given {} -> setCoBind cv2' $ mkSymCoercion co2a' `mkTransCoercion`
- mkCoVarCoercion cv2 `mkTransCoercion`
+ Given {} -> setCoBind cv2' $ mkSymCo co2a' `mkTransCo`
+ mkCoVarCo cv2 `mkTransCo`
co2b'
Derived {} -> return ()
ty2a' = substTyWith [tv1] [xi1] ty2a
ty2b' = substTyWith [tv1] [xi1] ty2b
- co2a' = substTyWith [tv1] [mkCoVarCoercion cv1] ty2a -- ty2a ~ ty2a[xi1/tv1]
- co2b' = substTyWith [tv1] [mkCoVarCoercion cv1] ty2b -- ty2b ~ ty2b[xi1/tv1]
+ co2a' = liftCoSubstWith [tv1] [mkCoVarCo cv1] ty2a -- ty2a ~ ty2a[xi1/tv1]
+ co2b' = liftCoSubstWith [tv1] [mkCoVarCo cv1] ty2b -- ty2b ~ ty2b[xi1/tv1]
solveOneFromTheOther :: String -> (EvTerm, CtFlavor) -> CanonicalCt -> TcS InteractResult
-- First argument inert, second argument work-item. They both represent
; case m of
Nothing -> return NoTopInt
Just (xis',cos,fd_work) ->
- do { let dict_co = mkTyConCoercion (classTyCon cls) cos
+ do { let dict_co = mkTyConAppCo (classTyCon cls) cos
; dv'<- newDictVar cls xis'
; setDictBind dv (EvCast dv' dict_co)
; let workItem' = CDictCan { cc_id = dv', cc_flavor = fl,
-- RHS of a type function, so that it never
-- appears in an error message
-- See Note [Type synonym families] in TyCon
- coe = mkTyConApp coe_tc rep_tys
+ coe = mkAxInstCo coe_tc rep_tys
; cv' <- case fl of
Wanted {} -> do { cv' <- newCoVar rhs_ty xi
; setCoBind cv $
- coe `mkTransCoercion`
- mkCoVarCoercion cv'
+ coe `mkTransCo`
+ mkCoVarCo cv'
; return cv' }
Given {} -> newGivenCoVar xi rhs_ty $
- mkSymCoercion (mkCoVarCoercion cv) `mkTransCoercion` coe
+ mkSymCo (mkCoVarCo cv) `mkTransCo` coe
Derived {} -> newDerivedId (EqPred xi rhs_ty)
; can_cts <- mkCanonical fl cv'
; return $ SomeTopInt can_cts Stop }