module Lib.Eval -- For FC import Lib.Parser.Impl import Lib.Prettier import Lib.Types import Lib.TopContext import Control.Monad.Error.Interface import Data.IORef import Data.Fin import Data.List import Data.SnocList import Data.Vect import Data.SortedMap -- Need to wire in the metas... -- if it's top / ctx / IORef, I also need IO... -- if I want errors, I need m anyway. I've already got an error down there. export eval : Env -> Mode -> Tm -> M Val -- REVIEW everything is evalutated whether it's needed or not -- It would be nice if the environment were lazy. -- e.g. case is getting evaluated when passed to a function because -- of dependencies in pi-types, even if the dependency isn't used public export ($$) : {auto mode : Mode} -> Closure -> Val -> M Val ($$) {mode} (MkClosure env tm) u = eval (u :: env) mode tm public export infixl 8 $$ export vapp : Val -> Val -> M Val vapp (VLam _ _ _ _ t) u = t $$ u vapp (VVar fc k sp) u = pure $ VVar fc k (sp :< u) vapp (VRef fc nm def sp) u = pure $ VRef fc nm def (sp :< u) vapp (VMeta fc k sp) u = pure $ VMeta fc k (sp :< u) vapp t u = error' "impossible in vapp \{show t} to \{show u}\n" export vappSpine : Val -> SnocList Val -> M Val vappSpine t [<] = pure t vappSpine t (xs :< x) = vapp !(vappSpine t xs) x lookupVar : Env -> Nat -> Maybe Val lookupVar env k = let l = length env in if k > l then Nothing else case getAt ((l `minus` k) `minus` 1) env of Just v@(VVar fc k' sp) => if k == k' then Nothing else Just v Just v => Just v Nothing => Nothing -- hoping to apply what we got via pattern matching export unlet : Env -> Val -> M Val unlet env t@(VVar fc k sp) = case lookupVar env k of Just tt@(VVar fc' k' sp') => do debug "lookup \{show k} is \{show tt}" if k' == k then pure t else (vappSpine (VVar fc' k' sp') sp >>= unlet env) Just t => vappSpine t sp >>= unlet env Nothing => do debug "lookup \{show k} is Nothing in env \{show env}" pure t unlet env x = pure x export tryEval : Env -> Val -> M (Maybe Val) tryEval env (VRef fc k _ sp) = case lookup k !(get) of Just (MkEntry name ty (Fn tm)) => catchError {e=Error} ( do debug "app \{name} to \{show sp}" vtm <- eval [] CBN tm debug "tm is \{pprint [] tm}" case !(vappSpine vtm sp) of VCase{} => pure Nothing v => pure $ Just v) (\ _ => pure Nothing) _ => pure Nothing tryEval _ _ = pure Nothing -- Force far enough to compare types export forceType : Env -> Val -> M Val forceType env (VMeta fc ix sp) = case !(lookupMeta ix) of (Unsolved x k xs _ _ _) => pure (VMeta fc ix sp) (Solved _ k t) => vappSpine t sp >>= forceType env forceType env x = do Just x' <- tryEval env x | _ => pure x forceType env x' evalCase : Env -> Mode -> Val -> List CaseAlt -> M (Maybe Val) evalCase env mode sc@(VRef _ nm _ sp) (cc@(CaseCons name nms t) :: xs) = if nm == name then do debug "ECase \{nm} \{show sp} \{show nms} \{showTm t}" go env (sp <>> []) nms else case lookup nm !(get) of (Just (MkEntry str type (DCon k str1))) => evalCase env mode sc xs -- bail for a stuck function _ => pure Nothing where go : Env -> List Val -> List String -> M (Maybe Val) go env (arg :: args) (nm :: nms) = go (arg :: env) args nms go env args [] = Just <$> vappSpine !(eval env mode t) ([<] <>< args) go env [] rest = pure Nothing -- REVIEW - this is handled in the caller already evalCase env mode sc@(VVar fc k sp) alts = case lookupVar env k of Just tt@(VVar fc' k' sp') => do debug "lookup \{show k} is \{show tt}" if k' == k then pure Nothing else evalCase env mode !(vappSpine (VVar fc' k' sp') sp) alts Just t => evalCase env mode !(vappSpine t sp) alts Nothing => do debug "lookup \{show k} is Nothing in env \{show env}" pure Nothing evalCase env mode sc (CaseDefault u :: xs) = pure $ Just !(eval (sc :: env) mode u) evalCase env mode sc cc = do debug "CASE BAIL sc \{show sc} vs \{show cc}" debug "env is \{show env}" pure Nothing bind : Val -> Env -> Env bind v env = v :: env -- So smalltt says: -- Smalltt has the following approach: -- - Top-level and local definitions are lazy. -- - We instantiate Pi types during elaboration with lazy values. -- - Applications headed by top-level variables are lazy. -- - Any other function application is call-by-value during evaluation. -- TODO maybe add glueing eval env mode (Ref fc x def) = pure $ VRef fc x def [<] eval env mode (App _ t u) = vapp !(eval env mode t) !(eval env mode u) eval env mode (U fc) = pure (VU fc) eval env mode (Erased fc) = pure (VErased fc) eval env mode (Meta fc i) = case !(lookupMeta i) of (Unsolved _ k xs _ _ _) => pure $ VMeta fc i [<] (Solved _ k t) => pure $ t eval env mode (Lam fc x icit rig t) = pure $ VLam fc x icit rig (MkClosure env t) eval env mode (Pi fc x icit rig a b) = pure $ VPi fc x icit rig !(eval env mode a) (MkClosure env b) eval env mode (Let fc nm t u) = pure $ VLet fc nm !(eval env mode t) !(eval (VVar fc (length env) [<] :: env) mode u) eval env mode (LetRec fc nm ty t u) = pure $ VLetRec fc nm !(eval env mode ty) !(eval (VVar fc (length env) [<] :: env) mode t) !(eval (VVar fc (length env) [<] :: env) mode u) -- Here, we assume env has everything. We push levels onto it during type checking. -- I think we could pass in an l and assume everything outside env is free and -- translate to a level eval env mode (Bnd fc i) = case getAt i env of Just rval => pure rval Nothing => error fc "Bad deBruin index \{show i}" eval env mode (Lit fc lit) = pure $ VLit fc lit eval env mode tm@(Case fc sc alts) = do -- TODO we need to be able to tell eval to expand aggressively here. sc' <- eval env mode sc sc' <- unlet env sc' -- try to expand lets from pattern matching sc' <- forceType env sc' pure $ fromMaybe (VCase fc !(eval env mode sc) alts) !(evalCase env mode sc' alts) export quote : (lvl : Nat) -> Val -> M Tm quoteSp : (lvl : Nat) -> Tm -> SnocList Val -> M Tm quoteSp lvl t [<] = pure t quoteSp lvl t (xs :< x) = pure $ App emptyFC !(quoteSp lvl t xs) !(quote lvl x) quote l (VVar fc k sp) = if k < l then quoteSp l (Bnd fc ((l `minus` k) `minus` 1)) sp -- level to index else ?borken quote l (VMeta fc i sp) = case !(lookupMeta i) of (Unsolved _ k xs _ _ _) => quoteSp l (Meta fc i) sp (Solved _ k t) => quote l !(vappSpine t sp) quote l (VLam fc x icit rig t) = pure $ Lam fc x icit rig !(quote (S l) !(t $$ VVar emptyFC l [<])) quote l (VPi fc x icit rig a b) = pure $ Pi fc x icit rig !(quote l a) !(quote (S l) !(b $$ VVar emptyFC l [<])) quote l (VLet fc nm t u) = pure $ Let fc nm !(quote l t) !(quote (S l) u) quote l (VLetRec fc nm ty t u) = pure $ LetRec fc nm !(quote l ty) !(quote (S l) t) !(quote (S l) u) quote l (VU fc) = pure (U fc) quote l (VRef fc n def sp) = quoteSp l (Ref fc n def) sp quote l (VCase fc sc alts) = pure $ Case fc !(quote l sc) alts quote l (VLit fc lit) = pure $ Lit fc lit quote l (VErased fc) = pure $ Erased fc -- Can we assume closed terms? -- ezoo only seems to use it at [], but essentially does this: export nf : Env -> Tm -> M Tm nf env t = quote (length env) !(eval env CBN t) export nfv : Env -> Tm -> M Tm nfv env t = quote (length env) !(eval env CBV t) export prvalCtx : {auto ctx : Context} -> Val -> M String prvalCtx v = pure $ interpolate $ pprint (toList $ map fst ctx.types) !(quote ctx.lvl v) -- REVIEW - might be easier if we inserted the meta without a bunch of explicit App -- I believe Kovacs is doing that. -- we need to walk the whole thing -- meta in Tm have a bunch of args, which should be the relevant -- parts of the scope. So, meta has a bunch of lambdas, we've got a bunch of -- args and we need to beta reduce, which seems like a lot of work for nothing -- Could we put the "good bits" of the Meta in there and write it to Bnd directly -- off of scope? I guess this might get dicey when a meta is another meta applied -- to something. -- ok, so we're doing something that looks lot like eval, having to collect args, -- pull the def, and apply spine. Eval is trying for WHNF, so it doesn't walk the -- whole thing. (We'd like to insert metas inside lambdas.) export zonk : TopContext -> Nat -> Env -> Tm -> M Tm zonkBind : TopContext -> Nat -> Env -> Tm -> M Tm zonkBind top l env tm = zonk top (S l) (VVar (getFC tm) l [<] :: env) tm -- I don't know if app needs an FC... appSpine : Tm -> List Tm -> Tm appSpine t [] = t appSpine t (x :: xs) = appSpine (App (getFC t) t x) xs -- REVIEW When metas are subst in, the fc point elsewhere -- We might want to update when it is solved and update recursively? -- For errors, I think we want to pretend the code has been typed in place tweakFC : FC -> Tm -> Tm tweakFC fc (Bnd fc1 k) = Bnd fc k tweakFC fc (Ref fc1 nm x) = Ref fc nm x tweakFC fc (U fc1) = U fc tweakFC fc (Meta fc1 k) = Meta fc k tweakFC fc (Lam fc1 nm icit rig t) = Lam fc nm icit rig t tweakFC fc (App fc1 t u) = App fc t u tweakFC fc (Pi fc1 nm icit x t u) = Pi fc nm icit x t u tweakFC fc (Case fc1 t xs) = Case fc t xs tweakFC fc (Let fc1 nm t u) = Let fc nm t u tweakFC fc (LetRec fc1 nm ty t u) = LetRec fc nm ty t u tweakFC fc (Lit fc1 lit) = Lit fc lit tweakFC fc (Erased fc1) = Erased fc -- TODO replace this with a variant on nf zonkApp : TopContext -> Nat -> Env -> Tm -> List Tm -> M Tm zonkApp top l env (App fc t u) sp = zonkApp top l env t (!(zonk top l env u) :: sp) zonkApp top l env t@(Meta fc k) sp = case !(lookupMeta k) of (Solved _ j v) => do sp' <- traverse (eval env CBN) sp debug "zonk \{show k} -> \{show v} spine \{show sp'}" foo <- vappSpine v ([<] <>< sp') debug "-> result is \{show foo}" tweakFC fc <$> quote l foo (Unsolved x j xs _ _ _) => pure $ appSpine t sp zonkApp top l env t sp = pure $ appSpine !(zonk top l env t) sp zonkAlt : TopContext -> Nat -> Env -> CaseAlt -> M CaseAlt zonkAlt top l env (CaseDefault t) = CaseDefault <$> zonkBind top l env t zonkAlt top l env (CaseLit lit t) = CaseLit lit <$> zonkBind top l env t zonkAlt top l env (CaseCons name args t) = CaseCons name args <$> go l env args t where go : Nat -> Env -> List String -> Tm -> M Tm go l env [] tm = zonk top l env t go l env (x :: xs) tm = go (S l) (VVar (getFC tm) l [<] :: env) xs tm zonk top l env t = case t of (Meta fc k) => zonkApp top l env t [] (Lam fc nm icit rig u) => Lam fc nm icit rig <$> (zonk top (S l) (VVar fc l [<] :: env) u) (App fc t u) => zonkApp top l env t [!(zonk top l env u)] (Pi fc nm icit rig a b) => Pi fc nm icit rig <$> zonk top l env a <*> zonkBind top l env b (Let fc nm t u) => Let fc nm <$> zonk top l env t <*> zonkBind top l env u (LetRec fc nm ty t u) => LetRec fc nm <$> zonk top l env ty <*> zonkBind top l env t <*> zonkBind top l env u (Case fc sc alts) => Case fc <$> zonk top l env sc <*> traverse (zonkAlt top l env) alts U fc => pure $ U fc Lit fc lit => pure $ Lit fc lit Bnd fc ix => pure $ Bnd fc ix Ref fc ix def => pure $ Ref fc ix def Erased fc => pure $ Erased fc