{- (c) The AQUA Project, Glasgow University, 1993-1998 \section{Common subexpression} -} {-# LANGUAGE CPP #-} {-# OPTIONS_GHC -Wno-incomplete-record-updates #-} {-# OPTIONS_GHC -Wno-incomplete-uni-patterns #-} module GHC.Core.Opt.CSE (cseProgram, cseOneExpr) where #include "HsVersions.h" import GHC.Prelude import GHC.Core.Subst import GHC.Types.Var ( Var ) import GHC.Types.Var.Env ( mkInScopeSet ) import GHC.Types.Id ( Id, idType, idHasRules , idInlineActivation, setInlineActivation , zapIdOccInfo, zapIdUsageInfo, idInlinePragma , isJoinId, isJoinId_maybe ) import GHC.Core.Utils ( mkAltExpr, eqExpr , exprIsTickedString , stripTicksE, stripTicksT, mkTicks ) import GHC.Core.FVs ( exprFreeVars ) import GHC.Core.Type ( tyConAppArgs ) import GHC.Core import GHC.Utils.Outputable import GHC.Types.Basic import GHC.Core.Map import GHC.Utils.Misc ( filterOut, equalLength, debugIsOn ) import Data.List ( mapAccumL ) {- Simple common sub-expression ~~~~~~~~~~~~~~~~~~~~~~~~~~~~ When we see x1 = C a b x2 = C x1 b we build up a reverse mapping: C a b -> x1 C x1 b -> x2 and apply that to the rest of the program. When we then see y1 = C a b y2 = C y1 b we replace the C a b with x1. But then we *dont* want to add x1 -> y1 to the mapping. Rather, we want the reverse, y1 -> x1 so that a subsequent binding y2 = C y1 b will get transformed to C x1 b, and then to x2. So we carry an extra var->var substitution which we apply *before* looking up in the reverse mapping. Note [Shadowing] ~~~~~~~~~~~~~~~~ We have to be careful about shadowing. For example, consider f = \x -> let y = x+x in h = \x -> x+x in ... Here we must *not* do CSE on the inner x+x! The simplifier used to guarantee no shadowing, but it doesn't any more (it proved too hard), so we clone as we go. We can simply add clones to the substitution already described. Note [CSE for bindings] ~~~~~~~~~~~~~~~~~~~~~~~ Let-bindings have two cases, implemented by addBinding. * SUBSTITUTE: applies when the RHS is a variable let x = y in ...(h x).... Here we want to extend the /substitution/ with x -> y, so that the (h x) in the body might CSE with an enclosing (let v = h y in ...). NB: the substitution maps InIds, so we extend the substitution with a binding for the original InId 'x' How can we have a variable on the RHS? Doesn't the simplifier inline them? - First, the original RHS might have been (g z) which has CSE'd with an enclosing (let y = g z in ...). This is super-important. See #5996: x1 = C a b x2 = C x1 b y1 = C a b y2 = C y1 b Here we CSE y1's rhs to 'x1', and then we must add (y1->x1) to the substitution so that we can CSE the binding for y2. - Second, we use addBinding for case expression scrutinees too; see Note [CSE for case expressions] * EXTEND THE REVERSE MAPPING: applies in all other cases let x = h y in ...(h y)... Here we want to extend the /reverse mapping (cs_map)/ so that we CSE the (h y) call to x. Note that we use EXTEND even for a trivial expression, provided it is not a variable or literal. In particular this /includes/ type applications. This can be important (#13156); e.g. case f @ Int of { r1 -> case f @ Int of { r2 -> ... Here we want to common-up the two uses of (f @ Int) so we can remove one of the case expressions. See also Note [Corner case for case expressions] for another reason not to use SUBSTITUTE for all trivial expressions. Notice that - The SUBSTITUTE situation extends the substitution (cs_subst) - The EXTEND situation extends the reverse mapping (cs_map) Notice also that in the SUBSTITUTE case we leave behind a binding x = y even though we /also/ carry a substitution x -> y. Can we just drop the binding instead? Well, not at top level! See Note [Top level and postInlineUnconditionally] in GHC.Core.Opt.Simplify.Utils; and in any case CSE applies only to the /bindings/ of the program, and we leave it to the simplifier to propate effects to the RULES. Finally, it doesn't seem worth the effort to discard the nested bindings because the simplifier will do it next. Note [CSE for case expressions] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Consider case scrut_expr of x { ...alts... } This is very like a strict let-binding let !x = scrut_expr in ... So we use (addBinding x scrut_expr) to process scrut_expr and x, and as a result all the stuff under Note [CSE for bindings] applies directly. For example: * Trivial scrutinee f = \x -> case x of wild { (a:as) -> case a of wild1 { (p,q) -> ...(wild1:as)... Here, (wild1:as) is morally the same as (a:as) and hence equal to wild. But that's not quite obvious. In the rest of the compiler we want to keep it as (wild1:as), but for CSE purpose that's a bad idea. By using addBinding we add the binding (wild1 -> a) to the substitution, which does exactly the right thing. (Notice this is exactly backwards to what the simplifier does, which is to try to replaces uses of 'a' with uses of 'wild1'.) This is the main reason that addBinding is called with a trivial rhs. * Non-trivial scrutinee case (f x) of y { pat -> ...let z = f x in ... } By using addBinding we'll add (f x :-> y) to the cs_map, and thereby CSE the inner (f x) to y. Note [CSE for INLINE and NOINLINE] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ There are some subtle interactions of CSE with functions that the user has marked as INLINE or NOINLINE. (Examples from Roman Leshchinskiy.) Consider yes :: Int {-# NOINLINE yes #-} yes = undefined no :: Int {-# NOINLINE no #-} no = undefined foo :: Int -> Int -> Int {-# NOINLINE foo #-} foo m n = n {-# RULES "foo/no" foo no = id #-} bar :: Int -> Int bar = foo yes We do not expect the rule to fire. But if we do CSE, then we risk getting yes=no, and the rule does fire. Actually, it won't because NOINLINE means that 'yes' will never be inlined, not even if we have yes=no. So that's fine (now; perhaps in the olden days, yes=no would have substituted even if 'yes' was NOINLINE). But we do need to take care. Consider {-# NOINLINE bar #-} bar = <rhs> -- Same rhs as foo foo = <rhs> If CSE produces foo = bar then foo will never be inlined to <rhs> (when it should be, if <rhs> is small). The conclusion here is this: We should not add <rhs> :-> bar to the CSEnv if 'bar' has any constraints on when it can inline; that is, if its 'activation' not always active. Otherwise we might replace <rhs> by 'bar', and then later be unable to see that it really was <rhs>. An except to the rule is when the INLINE pragma is not from the user, e.g. from WorkWrap (see Note [Wrapper activation]). We can tell because noUserInlineSpec is then true. Note that we do not (currently) do CSE on the unfolding stored inside an Id, even if it is a 'stable' unfolding. That means that when an unfolding happens, it is always faithful to what the stable unfolding originally was. Note [CSE for stable unfoldings] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Consider {-# Unf = Stable (\pq. build blah) #-} foo = x Here 'foo' has a stable unfolding, but its (optimised) RHS is trivial. (Turns out that this actually happens for the enumFromTo method of the Integer instance of Enum in GHC.Enum.) Suppose moreover that foo's stable unfolding originates from an INLINE or INLINEABLE pragma on foo. Then we obviously do NOT want to extend the substitution with (foo->x), because we promised to inline foo as what the user wrote. See similar Note [Stable unfoldings and postInlineUnconditionally] in GHC.Core.Opt.Simplify.Utils. Nor do we want to change the reverse mapping. Suppose we have {-# Unf = Stable (\pq. build blah) #-} foo = <expr> bar = <expr> There could conceivably be merit in rewriting the RHS of bar: bar = foo but now bar's inlining behaviour will change, and importing modules might see that. So it seems dodgy and we don't do it. Stable unfoldings are also created during worker/wrapper when we decide that a function's definition is so small that it should always inline. In this case we still want to do CSE (#13340). Hence the use of isAnyInlinePragma rather than isStableUnfolding. Note [Corner case for case expressions] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Here is another reason that we do not use SUBSTITUTE for all trivial expressions. Consider case x |> co of (y::Array# Int) { ... } We do not want to extend the substitution with (y -> x |> co); since y is of unlifted type, this would destroy the let/app invariant if (x |> co) was not ok-for-speculation. But surely (x |> co) is ok-for-speculation, because it's a trivial expression, and x's type is also unlifted, presumably. Well, maybe not if you are using unsafe casts. I actually found a case where we had (x :: HValue) |> (UnsafeCo :: HValue ~ Array# Int) Note [CSE for join points?] ~~~~~~~~~~~~~~~~~~~~~~~~~~~ We must not be naive about join points in CSE: join j = e in if b then jump j else 1 + e The expression (1 + jump j) is not good (see Note [Invariants on join points] in GHC.Core). This seems to come up quite seldom, but it happens (first seen compiling ppHtml in Haddock.Backends.Xhtml). We could try and be careful by tracking which join points are still valid at each subexpression, but since join points aren't allocated or shared, there's less to gain by trying to CSE them. (#13219) Note [Look inside join-point binders] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Another way how CSE for join points is tricky is let join foo x = (x, 42) join bar x = (x, 42) in … jump foo 1 … jump bar 2 … naively, CSE would turn this into let join foo x = (x, 42) join bar = foo in … jump foo 1 … jump bar 2 … but now bar is a join point that claims arity one, but its right-hand side is not a lambda, breaking the join-point invariant (this was #15002). So `cse_bind` must zoom past the lambdas of a join point (using `collectNBinders`) and resume searching for CSE opportunities only in the body of the join point. Note [CSE for recursive bindings] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Consider f = \x ... f.... g = \y ... g ... where the "..." are identical. Could we CSE them? In full generality with mutual recursion it's quite hard; but for self-recursive bindings (which are very common) it's rather easy: * Maintain a separate cs_rec_map, that maps (\f. (\x. ...f...) ) -> f Note the \f in the domain of the mapping! * When we come across the binding for 'g', look up (\g. (\y. ...g...)) Bingo we get a hit. So we can replace the 'g' binding with g = f We can't use cs_map for this, because the key isn't an expression of the program; it's a kind of synthetic key for recursive bindings. ************************************************************************ * * \section{Common subexpression} * * ************************************************************************ -} cseProgram :: CoreProgram -> CoreProgram cseProgram binds = snd (mapAccumL (cseBind TopLevel) emptyCSEnv binds) cseBind :: TopLevelFlag -> CSEnv -> CoreBind -> (CSEnv, CoreBind) cseBind toplevel env (NonRec b e) = (env2, NonRec b2 e2) where (env1, b1) = addBinder env b (env2, (b2, e2)) = cse_bind toplevel env1 (b,e) b1 cseBind toplevel env (Rec [(in_id, rhs)]) | noCSE in_id = (env1, Rec [(out_id, rhs')]) -- See Note [CSE for recursive bindings] | Just previous <- lookupCSRecEnv env out_id rhs'' , let previous' = mkTicks ticks previous out_id' = delayInlining toplevel out_id = -- We have a hit in the recursive-binding cache (extendCSSubst env1 in_id previous', NonRec out_id' previous') | otherwise = (extendCSRecEnv env1 out_id rhs'' id_expr', Rec [(zapped_id, rhs')]) where (env1, [out_id]) = addRecBinders env [in_id] rhs' = cseExpr env1 rhs rhs'' = stripTicksE tickishFloatable rhs' ticks = stripTicksT tickishFloatable rhs' id_expr' = varToCoreExpr out_id zapped_id = zapIdUsageInfo out_id cseBind toplevel env (Rec pairs) = (env2, Rec pairs') where (env1, bndrs1) = addRecBinders env (map fst pairs) (env2, pairs') = mapAccumL do_one env1 (zip pairs bndrs1) do_one env (pr, b1) = cse_bind toplevel env pr b1 -- | Given a binding of @in_id@ to @in_rhs@, and a fresh name to refer -- to @in_id@ (@out_id@, created from addBinder or addRecBinders), -- first try to CSE @in_rhs@, and then add the resulting (possibly CSE'd) -- binding to the 'CSEnv', so that we attempt to CSE any expressions -- which are equal to @out_rhs@. cse_bind :: TopLevelFlag -> CSEnv -> (InId, InExpr) -> OutId -> (CSEnv, (OutId, OutExpr)) cse_bind toplevel env (in_id, in_rhs) out_id | isTopLevel toplevel, exprIsTickedString in_rhs -- See Note [Take care with literal strings] = (env', (out_id', in_rhs)) | Just arity <- isJoinId_maybe in_id -- See Note [Look inside join-point binders] = let (params, in_body) = collectNBinders arity in_rhs (env', params') = addBinders env params out_body = tryForCSE env' in_body in (env, (out_id, mkLams params' out_body)) | otherwise = (env', (out_id'', out_rhs)) where (env', out_id') = addBinding env in_id out_id out_rhs (cse_done, out_rhs) = try_for_cse env in_rhs out_id'' | cse_done = delayInlining toplevel out_id' | otherwise = out_id' delayInlining :: TopLevelFlag -> Id -> Id -- Add a NOINLINE[2] if the Id doesn't have an INLNE pragma already -- See Note [Delay inlining after CSE] delayInlining top_lvl bndr | isTopLevel top_lvl , isAlwaysActive (idInlineActivation bndr) , idHasRules bndr -- Only if the Id has some RULES, -- which might otherwise get lost -- These rules are probably auto-generated specialisations, -- since Ids with manual rules usually have manually-inserted -- delayed inlining anyway = bndr `setInlineActivation` activateAfterInitial | otherwise = bndr addBinding :: CSEnv -- Includes InId->OutId cloning -> InVar -- Could be a let-bound type -> OutId -> OutExpr -- Processed binding -> (CSEnv, OutId) -- Final env, final bndr -- Extend the CSE env with a mapping [rhs -> out-id] -- unless we can instead just substitute [in-id -> rhs] -- -- It's possible for the binder to be a type variable (see -- Note [Type-let] in GHC.Core), in which case we can just substitute. addBinding env in_id out_id rhs' | not (isId in_id) = (extendCSSubst env in_id rhs', out_id) | noCSE in_id = (env, out_id) | use_subst = (extendCSSubst env in_id rhs', out_id) | otherwise = (extendCSEnv env rhs' id_expr', zapped_id) where id_expr' = varToCoreExpr out_id zapped_id = zapIdUsageInfo out_id -- Putting the Id into the cs_map makes it possible that -- it'll become shared more than it is now, which would -- invalidate (the usage part of) its demand info. -- This caused #100218. -- Easiest thing is to zap the usage info; subsequently -- performing late demand-analysis will restore it. Don't zap -- the strictness info; it's not necessary to do so, and losing -- it is bad for performance if you don't do late demand -- analysis -- Should we use SUBSTITUTE or EXTEND? -- See Note [CSE for bindings] use_subst = case rhs' of Var {} -> True _ -> False -- | Given a binder `let x = e`, this function -- determines whether we should add `e -> x` to the cs_map noCSE :: InId -> Bool noCSE id = not (isAlwaysActive (idInlineActivation id)) && not (noUserInlineSpec (inlinePragmaSpec (idInlinePragma id))) -- See Note [CSE for INLINE and NOINLINE] || isAnyInlinePragma (idInlinePragma id) -- See Note [CSE for stable unfoldings] || isJoinId id -- See Note [CSE for join points?] {- Note [Take care with literal strings] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Consider this example: x = "foo"# y = "foo"# ...x...y...x...y.... We would normally turn this into: x = "foo"# y = x ...x...x...x...x.... But this breaks an invariant of Core, namely that the RHS of a top-level binding of type Addr# must be a string literal, not another variable. See Note [Core top-level string literals] in GHC.Core. For this reason, we special case top-level bindings to literal strings and leave the original RHS unmodified. This produces: x = "foo"# y = "foo"# ...x...x...x...x.... Now 'y' will be discarded as dead code, and we are done. The net effect is that for the y-binding we want to - Use SUBSTITUTE, by extending the substitution with y :-> x - but leave the original binding for y undisturbed This is done by cse_bind. I got it wrong the first time (#13367). Note [Delay inlining after CSE] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Suppose (#15445) we have f,g :: Num a => a -> a f x = ...f (x-1)..... g y = ...g (y-1) .... and we make some specialisations of 'g', either automatically, or via a SPECIALISE pragma. Then CSE kicks in and notices that the RHSs of 'f' and 'g' are identical, so we get f x = ...f (x-1)... g = f {-# RULES g @Int _ = $sg #-} Now there is terrible danger that, in an importing module, we'll inline 'g' before we have a chance to run its specialisation! Solution: during CSE, after a "hit" in the CSE cache * when adding a binding g = f * for a top-level function g * and g has specialisation RULES add a NOINLINE[2] activation to it, to ensure it's not inlined right away. Notes: * Why top level only? Because for nested bindings we are already past phase 2 and will never return there. * Why "only if g has RULES"? Because there is no point in doing this if there are no RULES; and other things being equal it delays optimisation to delay inlining (#17409) ---- Historical note --- This patch is simpler and more direct than an earlier version: commit 2110738b280543698407924a16ac92b6d804dc36 Author: Simon Peyton Jones <simonpj@microsoft.com> Date: Mon Jul 30 13:43:56 2018 +0100 Don't inline functions with RULES too early We had to revert this patch because it made GHC itself slower. Why? It delayed inlining of /all/ functions with RULES, and that was very bad in GHC.Tc.Solver.Flatten.flatten_ty_con_app * It delayed inlining of liftM * That delayed the unravelling of the recursion in some dictionary bindings. * That delayed some eta expansion, leaving flatten_ty_con_app = \x y. let <stuff> in \z. blah * That allowed the float-out pass to put sguff between the \y and \z. * And that permanently stopped eta expansion of the function, even once <stuff> was simplified. -} tryForCSE :: CSEnv -> InExpr -> OutExpr tryForCSE env expr = snd (try_for_cse env expr) try_for_cse :: CSEnv -> InExpr -> (Bool, OutExpr) -- (False, e') => We did not CSE the entire expression, -- but we might have CSE'd some sub-expressions, -- yielding e' -- -- (True, te') => We CSE'd the entire expression, -- yielding the trivial expression te' try_for_cse env expr | Just e <- lookupCSEnv env expr'' = (True, mkTicks ticks e) | otherwise = (False, expr') -- The varToCoreExpr is needed if we have -- case e of xco { ...case e of yco { ... } ... } -- Then CSE will substitute yco -> xco; -- but these are /coercion/ variables where expr' = cseExpr env expr expr'' = stripTicksE tickishFloatable expr' ticks = stripTicksT tickishFloatable expr' -- We don't want to lose the source notes when a common sub -- expression gets eliminated. Hence we push all (!) of them on -- top of the replaced sub-expression. This is probably not too -- useful in practice, but upholds our semantics. -- | Runs CSE on a single expression. -- -- This entry point is not used in the compiler itself, but is provided -- as a convenient entry point for users of the GHC API. cseOneExpr :: InExpr -> OutExpr cseOneExpr e = cseExpr env e where env = emptyCSEnv {cs_subst = mkEmptySubst (mkInScopeSet (exprFreeVars e)) } cseExpr :: CSEnv -> InExpr -> OutExpr cseExpr env (Type t) = Type (substTy (csEnvSubst env) t) cseExpr env (Coercion c) = Coercion (substCo (csEnvSubst env) c) cseExpr _ (Lit lit) = Lit lit cseExpr env (Var v) = lookupSubst env v cseExpr env (App f a) = App (cseExpr env f) (tryForCSE env a) cseExpr env (Tick t e) = Tick t (cseExpr env e) cseExpr env (Cast e co) = Cast (tryForCSE env e) (substCo (csEnvSubst env) co) cseExpr env (Lam b e) = let (env', b') = addBinder env b in Lam b' (cseExpr env' e) cseExpr env (Let bind e) = let (env', bind') = cseBind NotTopLevel env bind in Let bind' (cseExpr env' e) cseExpr env (Case e bndr ty alts) = cseCase env e bndr ty alts cseCase :: CSEnv -> InExpr -> InId -> InType -> [InAlt] -> OutExpr cseCase env scrut bndr ty alts = Case scrut1 bndr3 ty' $ combineAlts alt_env (map cse_alt alts) where ty' = substTy (csEnvSubst env) ty scrut1 = tryForCSE env scrut bndr1 = zapIdOccInfo bndr -- Zapping the OccInfo is needed because the extendCSEnv -- in cse_alt may mean that a dead case binder -- becomes alive, and Lint rejects that (env1, bndr2) = addBinder env bndr1 (alt_env, bndr3) = addBinding env1 bndr bndr2 scrut1 -- addBinding: see Note [CSE for case expressions] con_target :: OutExpr con_target = lookupSubst alt_env bndr arg_tys :: [OutType] arg_tys = tyConAppArgs (idType bndr3) -- See Note [CSE for case alternatives] cse_alt (DataAlt con, args, rhs) = (DataAlt con, args', tryForCSE new_env rhs) where (env', args') = addBinders alt_env args new_env = extendCSEnv env' con_expr con_target con_expr = mkAltExpr (DataAlt con) args' arg_tys cse_alt (con, args, rhs) = (con, args', tryForCSE env' rhs) where (env', args') = addBinders alt_env args combineAlts :: CSEnv -> [OutAlt] -> [OutAlt] -- See Note [Combine case alternatives] combineAlts env alts | (Just alt1, rest_alts) <- find_bndr_free_alt alts , (_,bndrs1,rhs1) <- alt1 , let filtered_alts = filterOut (identical_alt rhs1) rest_alts , not (equalLength rest_alts filtered_alts) = ASSERT2( null bndrs1, ppr alts ) (DEFAULT, [], rhs1) : filtered_alts | otherwise = alts where in_scope = substInScope (csEnvSubst env) find_bndr_free_alt :: [CoreAlt] -> (Maybe CoreAlt, [CoreAlt]) -- The (Just alt) is a binder-free alt -- See Note [Combine case alts: awkward corner] find_bndr_free_alt [] = (Nothing, []) find_bndr_free_alt (alt@(_,bndrs,_) : alts) | null bndrs = (Just alt, alts) | otherwise = case find_bndr_free_alt alts of (mb_bf, alts) -> (mb_bf, alt:alts) identical_alt rhs1 (_,_,rhs) = eqExpr in_scope rhs1 rhs -- Even if this alt has binders, they will have been cloned -- If any of these binders are mentioned in 'rhs', then -- 'rhs' won't compare equal to 'rhs1' (which is from an -- alt with no binders). {- Note [CSE for case alternatives] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Consider case e of x K1 y -> ....(K1 y)... K2 -> ....K2.... We definitely want to CSE that (K1 y) into just x. But what about the lone K2? At first you would think "no" because turning K2 into 'x' increases the number of live variables. But * Turning K2 into x increases the chance of combining identical alts. Example case xs of (_:_) -> f xs [] -> f [] See #17901 and simplCore/should_compile/T17901 for more examples of this kind. * The next run of the simplifier will turn 'x' back into K2, so we won't permanently bloat the free-var count. Note [Combine case alternatives] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ combineAlts is just a more heavyweight version of the use of combineIdenticalAlts in GHC.Core.Opt.Simplify.Utils.prepareAlts. The basic idea is to transform DEFAULT -> e1 K x -> e1 W y z -> e2 ===> DEFAULT -> e1 W y z -> e2 In the simplifier we use cheapEqExpr, because it is called a lot. But here in CSE we use the full eqExpr. After all, two alternatives usually differ near the root, so it probably isn't expensive to compare the full alternative. It seems like the same kind of thing that CSE is supposed to be doing, which is why I put it here. I actually saw some examples in the wild, where some inlining made e1 too big for cheapEqExpr to catch it. Note [Combine case alts: awkward corner] ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ We would really like to check isDeadBinder on the binders in the alternative. But alas, the simplifer zaps occ-info on binders in case alternatives; see Note [Case alternative occ info] in GHC.Core.Opt.Simplify. * One alternative (perhaps a good one) would be to do OccAnal just before CSE. Then perhaps we could get rid of combineIdenticalAlts in the Simplifier, which might save work. * Another would be for CSE to return free vars as it goes. * But the current solution is to find a nullary alternative (including the DEFAULT alt, if any). This will not catch case x of A y -> blah B z p -> blah where no alternative is nullary or DEFAULT. But the current solution is at least cheap. ************************************************************************ * * \section{The CSE envt} * * ************************************************************************ -} data CSEnv = CS { cs_subst :: Subst -- Maps InBndrs to OutExprs -- The substitution variables to -- /trivial/ OutExprs, not arbitrary expressions , cs_map :: CoreMap OutExpr -- The reverse mapping -- Maps a OutExpr to a /trivial/ OutExpr -- The key of cs_map is stripped of all Ticks , cs_rec_map :: CoreMap OutExpr -- See Note [CSE for recursive bindings] } emptyCSEnv :: CSEnv emptyCSEnv = CS { cs_map = emptyCoreMap, cs_rec_map = emptyCoreMap , cs_subst = emptySubst } lookupCSEnv :: CSEnv -> OutExpr -> Maybe OutExpr lookupCSEnv (CS { cs_map = csmap }) expr = lookupCoreMap csmap expr extendCSEnv :: CSEnv -> OutExpr -> OutExpr -> CSEnv extendCSEnv cse expr triv_expr = cse { cs_map = extendCoreMap (cs_map cse) sexpr triv_expr } where sexpr = stripTicksE tickishFloatable expr extendCSRecEnv :: CSEnv -> OutId -> OutExpr -> OutExpr -> CSEnv -- See Note [CSE for recursive bindings] extendCSRecEnv cse bndr expr triv_expr = cse { cs_rec_map = extendCoreMap (cs_rec_map cse) (Lam bndr expr) triv_expr } lookupCSRecEnv :: CSEnv -> OutId -> OutExpr -> Maybe OutExpr -- See Note [CSE for recursive bindings] lookupCSRecEnv (CS { cs_rec_map = csmap }) bndr expr = lookupCoreMap csmap (Lam bndr expr) csEnvSubst :: CSEnv -> Subst csEnvSubst = cs_subst lookupSubst :: CSEnv -> Id -> OutExpr lookupSubst (CS { cs_subst = sub}) x = lookupIdSubst sub x extendCSSubst :: CSEnv -> Id -> CoreExpr -> CSEnv extendCSSubst cse x rhs = cse { cs_subst = extendSubst (cs_subst cse) x rhs } -- | Add clones to the substitution to deal with shadowing. See -- Note [Shadowing] for more details. You should call this whenever -- you go under a binder. addBinder :: CSEnv -> Var -> (CSEnv, Var) addBinder cse v = (cse { cs_subst = sub' }, v') where (sub', v') = substBndr (cs_subst cse) v addBinders :: CSEnv -> [Var] -> (CSEnv, [Var]) addBinders cse vs = (cse { cs_subst = sub' }, vs') where (sub', vs') = substBndrs (cs_subst cse) vs addRecBinders :: CSEnv -> [Id] -> (CSEnv, [Id]) addRecBinders cse vs = (cse { cs_subst = sub' }, vs') where (sub', vs') = substRecBndrs (cs_subst cse) vs