{-# LANGUAGE TypeFamilies #-} {-# LANGUAGE DataKinds #-} -- | Provides the heuristics for when it's beneficial to lambda lift bindings. -- Most significantly, this employs a cost model to estimate impact on heap -- allocations, by looking at an STG expression's 'Skeleton'. module GHC.Stg.Lift.Analysis ( -- * #when# When to lift -- $when -- * #clogro# Estimating closure growth -- $clogro -- * AST annotation Skeleton(..), BinderInfo(..), binderInfoBndr, LlStgBinding, LlStgExpr, LlStgRhs, LlStgAlt, tagSkeletonTopBind, -- * Lifting decision goodToLift, closureGrowth -- Exported just for the docs ) where import GHC.Prelude import GHC.Platform import GHC.Platform.Profile import GHC.Types.Basic import GHC.Types.Demand import GHC.Driver.Session import GHC.Types.Id import GHC.Runtime.Heap.Layout ( WordOff ) import GHC.Stg.Syntax import qualified GHC.StgToCmm.ArgRep as StgToCmm.ArgRep import qualified GHC.StgToCmm.Closure as StgToCmm.Closure import qualified GHC.StgToCmm.Layout as StgToCmm.Layout import GHC.Utils.Outputable import GHC.Utils.Misc import GHC.Types.Var.Set import Data.Maybe ( mapMaybe ) -- Note [When to lift] -- ~~~~~~~~~~~~~~~~~~~ -- $when -- The analysis proceeds in two steps: -- -- 1. It tags the syntax tree with analysis information in the form of -- 'BinderInfo' at each binder and 'Skeleton's at each let-binding -- by 'tagSkeletonTopBind' and friends. -- 2. The resulting syntax tree is treated by the "GHC.Stg.Lift" -- module, calling out to 'goodToLift' to decide if a binding is worthwhile -- to lift. -- 'goodToLift' consults argument occurrence information in 'BinderInfo' -- and estimates 'closureGrowth', for which it needs the 'Skeleton'. -- -- So the annotations from 'tagSkeletonTopBind' ultimately fuel 'goodToLift', -- which employs a number of heuristics to identify and exclude lambda lifting -- opportunities deemed non-beneficial: -- -- [Top-level bindings] can't be lifted. -- [Thunks] and data constructors shouldn't be lifted in order not to destroy -- sharing. -- [Argument occurrences] #arg_occs# of binders prohibit them to be lifted. -- Doing the lift would re-introduce the very allocation at call sites that -- we tried to get rid off in the first place. We capture analysis -- information in 'BinderInfo'. Note that we also consider a nullary -- application as argument occurrence, because it would turn into an n-ary -- partial application created by a generic apply function. This occurs in -- CPS-heavy code like the CS benchmark. -- [Join points] should not be lifted, simply because there's no reduction in -- allocation to be had. -- [Abstracting over join points] destroys join points, because they end up as -- arguments to the lifted function. -- [Abstracting over known local functions] turns a known call into an unknown -- call (e.g. some @stg_ap_*@), which is generally slower. Can be turned off -- with @-fstg-lift-lams-known@. -- [Calling convention] Don't lift when the resulting function would have a -- higher arity than available argument registers for the calling convention. -- Can be influenced with @-fstg-lift-(non)rec-args(-any)@. -- [Closure growth] introduced when former free variables have to be available -- at call sites may actually lead to an increase in overall allocations -- resulting from a lift. Estimating closure growth is described in -- "GHC.Stg.Lift.Analysis#clogro" and is what most of this module is ultimately -- concerned with. -- -- There's a <https://gitlab.haskell.org/ghc/ghc/wikis/late-lam-lift wiki page> with -- some more background and history. -- Note [Estimating closure growth] -- ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ -- $clogro -- We estimate closure growth by abstracting the syntax tree into a 'Skeleton', -- capturing only syntactic details relevant to 'closureGrowth', such as -- -- * 'ClosureSk', representing closure allocation. -- * 'RhsSk', representing a RHS of a binding and how many times it's called -- by an appropriate 'Card'. -- * 'AltSk', 'BothSk' and 'NilSk' for choice, sequence and empty element. -- -- This abstraction is mostly so that the main analysis function 'closureGrowth' -- can stay simple and focused. Also, skeletons tend to be much smaller than -- the syntax tree they abstract, so it makes sense to construct them once and -- and operate on them instead of the actual syntax tree. -- -- A more detailed treatment of computing closure growth, including examples, -- can be found in the paper referenced from the -- <https://gitlab.haskell.org/ghc/ghc/wikis/late-lam-lift wiki page>. llTrace :: String -> SDoc -> a -> a llTrace _ _ c = c -- llTrace a b c = pprTrace a b c type instance BinderP 'LiftLams = BinderInfo type instance XRhsClosure 'LiftLams = DIdSet type instance XLet 'LiftLams = Skeleton type instance XLetNoEscape 'LiftLams = Skeleton type instance XConApp 'LiftLams = ConstructorNumber freeVarsOfRhs :: (XRhsClosure pass ~ DIdSet) => GenStgRhs pass -> DIdSet freeVarsOfRhs (StgRhsCon _ _ _ _ args) = mkDVarSet [ id | StgVarArg id <- args ] freeVarsOfRhs (StgRhsClosure fvs _ _ _ _) = fvs -- | Captures details of the syntax tree relevant to the cost model, such as -- closures, multi-shot lambdas and case expressions. data Skeleton = ClosureSk !Id !DIdSet {- ^ free vars -} !Skeleton | RhsSk !Card {- ^ how often the RHS was entered -} !Skeleton | AltSk !Skeleton !Skeleton | BothSk !Skeleton !Skeleton | NilSk bothSk :: Skeleton -> Skeleton -> Skeleton bothSk NilSk b = b bothSk a NilSk = a bothSk a b = BothSk a b altSk :: Skeleton -> Skeleton -> Skeleton altSk NilSk b = b altSk a NilSk = a altSk a b = AltSk a b rhsSk :: Card -> Skeleton -> Skeleton rhsSk _ NilSk = NilSk rhsSk body_dmd skel = RhsSk body_dmd skel -- | The type used in binder positions in 'GenStgExpr's. data BinderInfo = BindsClosure !Id !Bool -- ^ Let(-no-escape)-bound thing with a flag -- indicating whether it occurs as an argument -- or in a nullary application -- (see "GHC.Stg.Lift.Analysis#arg_occs"). | BoringBinder !Id -- ^ Every other kind of binder -- | Gets the bound 'Id' out a 'BinderInfo'. binderInfoBndr :: BinderInfo -> Id binderInfoBndr (BoringBinder bndr) = bndr binderInfoBndr (BindsClosure bndr _) = bndr -- | Returns 'Nothing' for 'BoringBinder's and 'Just' the flag indicating -- occurrences as argument or in a nullary applications otherwise. binderInfoOccursAsArg :: BinderInfo -> Maybe Bool binderInfoOccursAsArg BoringBinder{} = Nothing binderInfoOccursAsArg (BindsClosure _ b) = Just b instance Outputable Skeleton where ppr NilSk = text "" ppr (AltSk l r) = vcat [ text "{ " <+> ppr l , text "ALT" , text " " <+> ppr r , text "}" ] ppr (BothSk l r) = ppr l $$ ppr r ppr (ClosureSk f fvs body) = ppr f <+> ppr fvs $$ nest 2 (ppr body) ppr (RhsSk card body) = hcat [ lambda , ppr card , dot , ppr body ] instance Outputable BinderInfo where ppr = ppr . binderInfoBndr instance OutputableBndr BinderInfo where pprBndr b = pprBndr b . binderInfoBndr pprPrefixOcc = pprPrefixOcc . binderInfoBndr pprInfixOcc = pprInfixOcc . binderInfoBndr bndrIsJoin_maybe = bndrIsJoin_maybe . binderInfoBndr mkArgOccs :: [StgArg] -> IdSet mkArgOccs = mkVarSet . mapMaybe stg_arg_var where stg_arg_var (StgVarArg occ) = Just occ stg_arg_var _ = Nothing -- | Tags every binder with its 'BinderInfo' and let bindings with their -- 'Skeleton's. tagSkeletonTopBind :: CgStgBinding -> LlStgBinding -- NilSk is OK when tagging top-level bindings. Also, top-level things are never -- lambda-lifted, so no need to track their argument occurrences. They can also -- never be let-no-escapes (thus we pass False). tagSkeletonTopBind bind = bind' where (_, _, _, bind') = tagSkeletonBinding False NilSk emptyVarSet bind -- | Tags binders of an 'StgExpr' with its 'BinderInfo' and let bindings with -- their 'Skeleton's. Additionally, returns its 'Skeleton' and the set of binder -- occurrences in argument and nullary application position -- (cf. "GHC.Stg.Lift.Analysis#arg_occs"). tagSkeletonExpr :: CgStgExpr -> (Skeleton, IdSet, LlStgExpr) tagSkeletonExpr (StgLit lit) = (NilSk, emptyVarSet, StgLit lit) tagSkeletonExpr (StgConApp con mn args tys) = (NilSk, mkArgOccs args, StgConApp con mn args tys) tagSkeletonExpr (StgOpApp op args ty) = (NilSk, mkArgOccs args, StgOpApp op args ty) tagSkeletonExpr (StgApp f args) = (NilSk, arg_occs, StgApp f args) where arg_occs -- This checks for nullary applications, which we treat the same as -- argument occurrences, see "GHC.Stg.Lift.Analysis#arg_occs". | null args = unitVarSet f | otherwise = mkArgOccs args tagSkeletonExpr (StgCase scrut bndr ty alts) = (skel, arg_occs, StgCase scrut' bndr' ty alts') where (scrut_skel, scrut_arg_occs, scrut') = tagSkeletonExpr scrut (alt_skels, alt_arg_occss, alts') = mapAndUnzip3 tagSkeletonAlt alts skel = bothSk scrut_skel (foldr altSk NilSk alt_skels) arg_occs = unionVarSets (scrut_arg_occs:alt_arg_occss) `delVarSet` bndr bndr' = BoringBinder bndr tagSkeletonExpr (StgTick t e) = (skel, arg_occs, StgTick t e') where (skel, arg_occs, e') = tagSkeletonExpr e tagSkeletonExpr (StgLet _ bind body) = tagSkeletonLet False body bind tagSkeletonExpr (StgLetNoEscape _ bind body) = tagSkeletonLet True body bind mkLet :: Bool -> Skeleton -> LlStgBinding -> LlStgExpr -> LlStgExpr mkLet True = StgLetNoEscape mkLet _ = StgLet tagSkeletonLet :: Bool -- ^ Is the binding a let-no-escape? -> CgStgExpr -- ^ Let body -> CgStgBinding -- ^ Binding group -> (Skeleton, IdSet, LlStgExpr) -- ^ RHS skeletons, argument occurrences and annotated binding tagSkeletonLet is_lne body bind = (let_skel, arg_occs, mkLet is_lne scope bind' body') where (body_skel, body_arg_occs, body') = tagSkeletonExpr body (let_skel, arg_occs, scope, bind') = tagSkeletonBinding is_lne body_skel body_arg_occs bind tagSkeletonBinding :: Bool -- ^ Is the binding a let-no-escape? -> Skeleton -- ^ Let body skeleton -> IdSet -- ^ Argument occurrences in the body -> CgStgBinding -- ^ Binding group -> (Skeleton, IdSet, Skeleton, LlStgBinding) -- ^ Let skeleton, argument occurrences, scope skeleton of binding and -- the annotated binding tagSkeletonBinding is_lne body_skel body_arg_occs (StgNonRec bndr rhs) = (let_skel, arg_occs, scope, bind') where (rhs_skel, rhs_arg_occs, rhs') = tagSkeletonRhs bndr rhs arg_occs = (body_arg_occs `unionVarSet` rhs_arg_occs) `delVarSet` bndr bind_skel | is_lne = rhs_skel -- no closure is allocated for let-no-escapes | otherwise = ClosureSk bndr (freeVarsOfRhs rhs) rhs_skel let_skel = bothSk body_skel bind_skel occurs_as_arg = bndr `elemVarSet` body_arg_occs -- Compared to the recursive case, this exploits the fact that @bndr@ is -- never free in @rhs@. scope = body_skel bind' = StgNonRec (BindsClosure bndr occurs_as_arg) rhs' tagSkeletonBinding is_lne body_skel body_arg_occs (StgRec pairs) = (let_skel, arg_occs, scope, StgRec pairs') where (bndrs, _) = unzip pairs -- Local recursive STG bindings also regard the defined binders as free -- vars. We want to delete those for our cost model, as these are known -- calls anyway when we add them to the same top-level recursive group as -- the top-level binding currently being analysed. skel_occs_rhss' = map (uncurry tagSkeletonRhs) pairs rhss_arg_occs = map sndOf3 skel_occs_rhss' scope_occs = unionVarSets (body_arg_occs:rhss_arg_occs) arg_occs = scope_occs `delVarSetList` bndrs -- @skel_rhss@ aren't yet wrapped in closures. We'll do that in a moment, -- but we also need the un-wrapped skeletons for calculating the @scope@ -- of the group, as the outer closures don't contribute to closure growth -- when we lift this specific binding. scope = foldr (bothSk . fstOf3) body_skel skel_occs_rhss' -- Now we can build the actual Skeleton for the expression just by -- iterating over each bind pair. (bind_skels, pairs') = unzip (zipWith single_bind bndrs skel_occs_rhss') let_skel = foldr bothSk body_skel bind_skels single_bind bndr (skel_rhs, _, rhs') = (bind_skel, (bndr', rhs')) where -- Here, we finally add the closure around each @skel_rhs@. bind_skel | is_lne = skel_rhs -- no closure is allocated for let-no-escapes | otherwise = ClosureSk bndr fvs skel_rhs fvs = freeVarsOfRhs rhs' `dVarSetMinusVarSet` mkVarSet bndrs bndr' = BindsClosure bndr (bndr `elemVarSet` scope_occs) tagSkeletonRhs :: Id -> CgStgRhs -> (Skeleton, IdSet, LlStgRhs) tagSkeletonRhs _ (StgRhsCon ccs dc mn ts args) = (NilSk, mkArgOccs args, StgRhsCon ccs dc mn ts args) tagSkeletonRhs bndr (StgRhsClosure fvs ccs upd bndrs body) = (rhs_skel, body_arg_occs, StgRhsClosure fvs ccs upd bndrs' body') where bndrs' = map BoringBinder bndrs (body_skel, body_arg_occs, body') = tagSkeletonExpr body rhs_skel = rhsSk (rhsCard bndr) body_skel -- | How many times will the lambda body of the RHS bound to the given -- identifier be evaluated, relative to its defining context? This function -- computes the answer in form of a 'Card'. rhsCard :: Id -> Card rhsCard bndr | is_thunk = oneifyCard n | otherwise = peelManyCalls (idArity bndr) cd where is_thunk = idArity bndr == 0 -- Let's pray idDemandInfo is still OK after unarise... n :* cd = idDemandInfo bndr tagSkeletonAlt :: CgStgAlt -> (Skeleton, IdSet, LlStgAlt) tagSkeletonAlt (con, bndrs, rhs) = (alt_skel, arg_occs, (con, map BoringBinder bndrs, rhs')) where (alt_skel, alt_arg_occs, rhs') = tagSkeletonExpr rhs arg_occs = alt_arg_occs `delVarSetList` bndrs -- | Combines several heuristics to decide whether to lambda-lift a given -- @let@-binding to top-level. See "GHC.Stg.Lift.Analysis#when" for details. goodToLift :: DynFlags -> TopLevelFlag -> RecFlag -> (DIdSet -> DIdSet) -- ^ An expander function, turning 'InId's into -- 'OutId's. See 'GHC.Stg.Lift.Monad.liftedIdsExpander'. -> [(BinderInfo, LlStgRhs)] -> Skeleton -> Maybe DIdSet -- ^ @Just abs_ids@ <=> This binding is beneficial to -- lift and @abs_ids@ are the variables it would -- abstract over goodToLift dflags top_lvl rec_flag expander pairs scope = decide [ ("top-level", isTopLevel top_lvl) -- keep in sync with Note [When to lift] , ("memoized", any_memoized) , ("argument occurrences", arg_occs) , ("join point", is_join_point) , ("abstracts join points", abstracts_join_ids) , ("abstracts known local function", abstracts_known_local_fun) , ("args spill on stack", args_spill_on_stack) , ("increases allocation", inc_allocs) ] where profile = targetProfile dflags platform = profilePlatform profile decide deciders | not (fancy_or deciders) = llTrace "stgLiftLams:lifting" (ppr bndrs <+> ppr abs_ids $$ ppr allocs $$ ppr scope) $ Just abs_ids | otherwise = Nothing ppr_deciders = vcat . map (text . fst) . filter snd fancy_or deciders = llTrace "stgLiftLams:goodToLift" (ppr bndrs $$ ppr_deciders deciders) $ any snd deciders bndrs = map (binderInfoBndr . fst) pairs bndrs_set = mkVarSet bndrs rhss = map snd pairs -- First objective: Calculate @abs_ids@, e.g. the former free variables -- the lifted binding would abstract over. We have to merge the free -- variables of all RHS to get the set of variables that will have to be -- passed through parameters. fvs = unionDVarSets (map freeVarsOfRhs rhss) -- To lift the binding to top-level, we want to delete the lifted binders -- themselves from the free var set. Local let bindings track recursive -- occurrences in their free variable set. We neither want to apply our -- cost model to them (see 'tagSkeletonRhs'), nor pass them as parameters -- when lifted, as these are known calls. We call the resulting set the -- identifiers we abstract over, thus @abs_ids@. These are all 'OutId's. -- We will save the set in 'LiftM.e_expansions' for each of the variables -- if we perform the lift. abs_ids = expander (delDVarSetList fvs bndrs) -- We don't lift updatable thunks or constructors any_memoized = any is_memoized_rhs rhss is_memoized_rhs StgRhsCon{} = True is_memoized_rhs (StgRhsClosure _ _ upd _ _) = isUpdatable upd -- Don't lift binders occurring as arguments. This would result in complex -- argument expressions which would have to be given a name, reintroducing -- the very allocation at each call site that we wanted to get rid off in -- the first place. arg_occs = or (mapMaybe (binderInfoOccursAsArg . fst) pairs) -- These don't allocate anyway. is_join_point = any isJoinId bndrs -- Abstracting over join points/let-no-escapes spoils them. abstracts_join_ids = any isJoinId (dVarSetElems abs_ids) -- Abstracting over known local functions that aren't floated themselves -- turns a known, fast call into an unknown, slow call: -- -- let f x = ... -- g y = ... f x ... -- this was a known call -- in g 4 -- -- After lifting @g@, but not @f@: -- -- l_g f y = ... f y ... -- this is now an unknown call -- let f x = ... -- in l_g f 4 -- -- We can abuse the results of arity analysis for this: -- idArity f > 0 ==> known known_fun id = idArity id > 0 abstracts_known_local_fun = not (liftLamsKnown dflags) && any known_fun (dVarSetElems abs_ids) -- Number of arguments of a RHS in the current binding group if we decide -- to lift it n_args = length . StgToCmm.Closure.nonVoidIds -- void parameters don't appear in Cmm . (dVarSetElems abs_ids ++) . rhsLambdaBndrs max_n_args | isRec rec_flag = liftLamsRecArgs dflags | otherwise = liftLamsNonRecArgs dflags -- We have 5 hardware registers on x86_64 to pass arguments in. Any excess -- args are passed on the stack, which means slow memory accesses args_spill_on_stack | Just n <- max_n_args = maximum (map n_args rhss) > n | otherwise = False -- We only perform the lift if allocations didn't increase. -- Note that @clo_growth@ will be 'infinity' if there was positive growth -- under a multi-shot lambda. -- Also, abstracting over LNEs is unacceptable. LNEs might return -- unlifted tuples, which idClosureFootprint can't cope with. inc_allocs = abstracts_join_ids || allocs > 0 allocs = clo_growth + mkIntWithInf (negate closuresSize) -- We calculate and then add up the size of each binding's closure. -- GHC does not currently share closure environments, and we either lift -- the entire recursive binding group or none of it. closuresSize = sum $ flip map rhss $ \rhs -> closureSize profile . dVarSetElems . expander . flip dVarSetMinusVarSet bndrs_set $ freeVarsOfRhs rhs clo_growth = closureGrowth expander (idClosureFootprint platform) bndrs_set abs_ids scope rhsLambdaBndrs :: LlStgRhs -> [Id] rhsLambdaBndrs StgRhsCon{} = [] rhsLambdaBndrs (StgRhsClosure _ _ _ bndrs _) = map binderInfoBndr bndrs -- | The size in words of a function closure closing over the given 'Id's, -- including the header. closureSize :: Profile -> [Id] -> WordOff closureSize profile ids = words + pc_STD_HDR_SIZE (platformConstants (profilePlatform profile)) -- We go through sTD_HDR_SIZE rather than fixedHdrSizeW so that we don't -- optimise differently when profiling is enabled. where (words, _, _) -- Functions have a StdHeader (as opposed to ThunkHeader). = StgToCmm.Layout.mkVirtHeapOffsets profile StgToCmm.Layout.StdHeader . StgToCmm.Closure.addIdReps . StgToCmm.Closure.nonVoidIds $ ids -- | The number of words a single 'Id' adds to a closure's size. -- Note that this can't handle unboxed tuples (which may still be present in -- let-no-escapes, even after Unarise), in which case -- @'GHC.StgToCmm.Closure.idPrimRep'@ will crash. idClosureFootprint:: Platform -> Id -> WordOff idClosureFootprint platform = StgToCmm.ArgRep.argRepSizeW platform . StgToCmm.ArgRep.idArgRep platform -- | @closureGrowth expander sizer f fvs@ computes the closure growth in words -- as a result of lifting @f@ to top-level. If there was any growing closure -- under a multi-shot lambda, the result will be 'infinity'. -- Also see "GHC.Stg.Lift.Analysis#clogro". closureGrowth :: (DIdSet -> DIdSet) -- ^ Expands outer free ids that were lifted to their free vars -> (Id -> Int) -- ^ Computes the closure footprint of an identifier -> IdSet -- ^ Binding group for which lifting is to be decided -> DIdSet -- ^ Free vars of the whole binding group prior to lifting it. These must be -- available at call sites if we decide to lift the binding group. -> Skeleton -- ^ Abstraction of the scope of the function -> IntWithInf -- ^ Closure growth. 'infinity' indicates there was growth under a -- (multi-shot) lambda. closureGrowth expander sizer group abs_ids = go where go NilSk = 0 go (BothSk a b) = go a + go b go (AltSk a b) = max (go a) (go b) go (ClosureSk _ clo_fvs rhs) -- If no binder of the @group@ occurs free in the closure, the lifting -- won't have any effect on it and we can omit the recursive call. | n_occs == 0 = 0 -- Otherwise, we account the cost of allocating the closure and add it to -- the closure growth of its RHS. | otherwise = mkIntWithInf cost + go rhs where n_occs = sizeDVarSet (clo_fvs' `dVarSetIntersectVarSet` group) -- What we close over considering prior lifting decisions clo_fvs' = expander clo_fvs -- Variables that would additionally occur free in the closure body if -- we lift @f@ newbies = abs_ids `minusDVarSet` clo_fvs' -- Lifting @f@ removes @f@ from the closure but adds all @newbies@ cost = nonDetStrictFoldDVarSet (\id size -> sizer id + size) 0 newbies - n_occs -- Using a non-deterministic fold is OK here because addition is commutative. go (RhsSk n body) -- The conservative assumption would be that -- 1. Every RHS with positive growth would be called multiple times, -- modulo thunks. -- 2. Every RHS with negative growth wouldn't be called at all. -- -- In the first case, we'd have to return 'infinity', while in the -- second case, we'd have to return 0. But we can do far better -- considering information from the demand analyser, which provides us -- with conservative estimates on minimum and maximum evaluation -- cardinality. The @body_dmd@ part of 'RhsSk' is the result of -- 'rhsCard' and accurately captures the cardinality of the RHSs body -- relative to its defining context. | isAbs n = 0 | cg <= 0 = if isStrict n then cg else 0 | isUsedOnce n = cg | otherwise = infinity where cg = go body