module Lib.Types -- For FC, Error import public Lib.Parser.Impl import Lib.Prettier import public Control.Monad.Error.Either import public Control.Monad.Error.Interface import public Control.Monad.State import Data.Fin import Data.IORef import Data.List import Data.SnocList import Data.SortedMap import Data.String import Data.Vect public export Name : Type Name = String public export data Icit = Implicit | Explicit %name Icit icit export Show Icit where show Implicit = "Implicit" show Explicit = "Explicit" public export data BD = Bound | Defined Show BD where show Bound = "bnd" show Defined = "def" -- do we just admit string names for these and let the prim functions -- sort it out? -- I'd like Int / String to have syntax data PrimType = StringType | IntType data PrimVal : Type where PrimString : String -> PrimVal PrimInt : Int -> PrimVal public export data Tm : Type public export data CaseAlt : Type where CaseDefault : Tm -> CaseAlt -- I've also seen a list of stuff that gets replaced CaseCons : (name : String) -> (args : List String) -> Tm -> CaseAlt -- CaseLit : Literal -> Tm -> CaseAlt data Def : Type public export data Literal = LString String | LInt Int Show Literal where show (LString str) = show str show (LInt i) = show i data Tm : Type where Bnd : FC -> Nat -> Tm -- Maybe Def here instead of Maybe Tm, we'll have DCon, TCon, etc. Ref : FC -> String -> Def -> Tm Meta : FC -> Nat -> Tm -- kovacs optimization, I think we can App out meta instead -- InsMeta : Nat -> List BD -> Tm Lam : FC -> Name -> Tm -> Tm App : FC -> Tm -> Tm -> Tm U : FC -> Tm Pi : FC -> Name -> Icit -> Tm -> Tm -> Tm -- REVIEW - do we want to just push it up like idris? Case : FC -> Tm -> List CaseAlt -> Tm -- need type? Let : FC -> Name -> Tm -> Tm -> Tm Lit : FC -> Literal -> Tm %name Tm t, u, v export HasFC Tm where getFC (Bnd fc k) = fc getFC (Ref fc str x) = fc getFC (Meta fc k) = fc getFC (Lam fc str t) = fc getFC (App fc t u) = fc getFC (U fc) = fc getFC (Pi fc str icit t u) = fc getFC (Case fc t xs) = fc getFC (Lit fc _) = fc getFC (Let fc _ _ _) = fc covering Show Tm public export covering Show CaseAlt where show (CaseDefault tm) = "_ => \{show tm}" show (CaseCons nm args tm) = "\{nm} \{unwords args} => \{show tm}" public export covering Show Tm where show (Bnd _ k) = "(Bnd \{show k})" show (Ref _ str _) = "(Ref \{show str})" show (Lam _ nm t) = "(\\ \{nm} => \{show t})" show (App _ t u) = "(\{show t} \{show u})" show (Meta _ i) = "(Meta \{show i})" show (Lit _ l) = "(Lit \{show l})" show (U _) = "U" show (Pi _ str Explicit t u) = "(Pi (\{str} : \{show t}) => \{show u})" show (Pi _ str Implicit t u) = "(Pi {\{str} : \{show t}} => \{show u})" show (Case _ sc alts) = "(Case \{show sc} \{show alts})" show (Let _ nm t u) = "(Let \{nm} \{show t} \{show u})" -- I can't really show val because it's HOAS... -- TODO derive export Eq Icit where Implicit == Implicit = True Explicit == Explicit = True _ == _ = False ||| Eq on Tm. We've got deBruijn indices, so I'm not comparing names export Eq (Tm) where -- (Local x) == (Local y) = x == y (Bnd _ x) == (Bnd _ y) = x == y (Ref _ x _) == Ref _ y _ = x == y (Lam _ n t) == Lam _ n' t' = t == t' (App _ t u) == App _ t' u' = t == t' && u == u' (U _) == (U _) = True (Pi _ n icit t u) == (Pi _ n' icit' t' u') = icit == icit' && t == t' && u == u' _ == _ = False ||| Pretty printer for Tm. export pprint : List String -> Tm -> String pprint names tm = render 80 $ go names tm where go : List String -> Tm -> Doc goAlt : List String -> CaseAlt -> Doc goAlt names (CaseDefault t) = "_" <+> "=>" <+> go ("_" :: names) t goAlt names (CaseCons name args t) = text name <+> spread (map text args) <+> "=>" <+> go (args ++ names) t go names (Bnd _ k) = case getAt k names of Nothing => text "BND:\{show k}" Just nm => text "\{nm}:\{show k}" go names (Ref _ str mt) = text str go names (Meta _ k) = text "?m:\{show k}" go names (Lam _ nm t) = text "(\\ \{nm} =>" <+> go (nm :: names) t <+> ")" go names (App _ t u) = text "(" <+> go names t <+> go names u <+> ")" go names (U _) = "U" go names (Pi _ nm Implicit t u) = text "({" <+> text nm <+> ":" <+> go names t <+> "}" <+> "->" <+> go (nm :: names) u <+> ")" go names (Pi _ nm Explicit t u) = text "((" <+> text nm <+> ":" <+> go names t <+> ")" <+> "->" <+> go (nm :: names) u <+> ")" -- FIXME - probably way wrong on the names here. There is implicit binding going on go names (Case _ sc alts) = text "case" <+> go names sc <+> text "of" (nest 2 (line ++ stack (map (goAlt names) alts))) go names (Lit _ lit) = text "\{show lit}" go names (Let _ nm t u) = text "let" <+> text nm <+> ":=" <+> go names t (nest 2 $ go names u) -- public export -- data Closure : Nat -> Type data Val : Type -- IS/TypeTheory.idr is calling this a Kripke function space -- Yaffle, IS/TypeTheory use a function here. -- Kovacs, Idris use Env and Tm -- in cctt kovacs refers to this choice as defunctionalization vs HOAS -- https://github.com/AndrasKovacs/cctt/blob/main/README.md#defunctionalization -- the tradeoff is access to internals of the function -- Yaffle is vars -> vars here public export data Closure : Type public export data Val : Type where -- This will be local / flex with spine. VVar : FC -> (k : Nat) -> (sp : SnocList Val) -> Val -- I wanted the Maybe Tm in here, but for now we're always expanding. -- Maybe this is where I glue VRef : FC -> (nm : String) -> Def -> (sp : SnocList Val) -> Val -- neutral case VCase : FC -> (sc : Val) -> List CaseAlt -> Val -- we'll need to look this up in ctx with IO VMeta : FC -> (ix : Nat) -> (sp : SnocList Val) -> Val VLam : FC -> Name -> Closure -> Val VPi : FC -> Name -> Icit -> (a : Lazy Val) -> (b : Closure) -> Val VLet : FC -> Name -> Val -> (b : Closure) -> Val VU : FC -> Val VLit : FC -> Literal -> Val public export getValFC : Val -> FC getValFC (VVar fc _ _) = fc getValFC (VRef fc _ _ _) = fc getValFC (VCase fc _ _) = fc getValFC (VMeta fc _ _) = fc getValFC (VLam fc _ _) = fc getValFC (VPi fc _ _ a b) = fc getValFC (VU fc) = fc getValFC (VLit fc _) = fc Show Closure covering export Show Val where show (VVar _ k sp) = "(%var \{show k} \{show sp})" show (VRef _ nm _ sp) = "(%ref \{nm} \{show sp})" show (VMeta _ ix sp) = "(%meta \{show ix} \{show sp})" show (VLam _ str x) = "(%lam \{str} \{show x})" show (VPi fc str Implicit x y) = "(%pi {\{str} : \{show x}}. \{show y})" show (VPi fc str Explicit x y) = "(%pi (\{str} : \{show x}). \{show y})" show (VCase fc sc alts) = "(%case \{show sc} ...)" show (VU _) = "U" show (VLit _ lit) = show lit -- Not used - I was going to change context to have a List Binder -- instead of env, types, bds -- But when we get down into eval, we don't have types to put into the env -- It looks like Idris has a separate LocalEnv in eval, Kovacs peels off -- env from context and extends it. data Binder : Type where Bind : (nm : String) -> (bd : BD) -> (val : Val) -> (ty : Val) -> Binder covering Show Binder where show (Bind nm bd val ty) = "(\{show bd} \{show nm} \{show val} : \{show ty})" public export Env : Type Env = List Val public export data Mode = CBN | CBV public export data Closure = MkClosure Env Tm covering Show Closure where show (MkClosure xs t) = "(%cl \{show xs} \{show t})" {- smalltt smalltt gets into weird haskell weeds in eval - shifting top level to the left and tagging meta vs top with a bit. I think something subtle is going on with laziness on Elaboration.hs:300 yeah, and define is even inlined. So it has a top context, and clears out almost everything for processing a def in a different kind of context. we very much need an idea of local context for metas. I don't want to abstract over the entire program. So I guess we have top and local then? With haskell syntax. I think we can have Axiom for claims and rewrite to def later. Hmm, so given ezoo, if I'm going simple, I could keep BDs short, and use the normal context. (Zoo4.lean:222) I'd probably still need an undefined/axiom marker as a value? ok, so with just one context, Env is List Val and we're getting Tm back from type checking. Can I get val back? Do we need to quote? What happens if we don't? -} record Context public export data MetaEntry = Unsolved FC Nat Context Val | Solved Nat Val public export record MetaContext where constructor MC metas : List MetaEntry next : Nat public export data Def = Axiom | TCon (List String) | DCon Nat String | Fn Tm | PrimTCon | PrimFn String public export covering Show Def where show Axiom = "axiom" show (TCon strs) = "TCon \{show strs}" show (DCon k tyname) = "DCon \{show k} \{show tyname}" show (Fn t) = "Fn \{show t}" show (PrimTCon) = "PrimTCon" show (PrimFn src) = "PrimFn \{show src}" ||| entry in the top level context public export record TopEntry where constructor MkEntry name : String type : Tm def : Def -- FIXME snoc export covering Show TopEntry where show (MkEntry name type def) = "\{name} : \{show type} := \{show def}" ||| Top level context. ||| Most of the reason this is separate is to have a different type ||| `Def` for the entries. ||| ||| The price is that we have names in addition to levels. Do we want to ||| expand these during normalization? public export record TopContext where constructor MkTop -- We'll add a map later? defs : List TopEntry metas : IORef MetaContext verbose : Bool errors : IORef (List Error) ||| loaded modules loaded : List String -- we'll use this for typechecking, but need to keep a TopContext around too. public export record Context where [noHints] constructor MkCtx lvl : Nat -- shall we use lvl as an index? env : Env -- Values in scope types : Vect lvl (String, Val) -- types and names in scope -- so we'll try "bds" determines length of local context bds : Vect lvl BD -- bound or defined -- We only need this here if we don't pass TopContext -- top : TopContext metas : IORef MetaContext fc : FC ||| add a binding to environment export extend : Context -> String -> Val -> Context extend ctx name ty = { lvl $= S, env $= (VVar emptyFC ctx.lvl [<] ::), types $= ((name, ty) ::), bds $= (Bound ::) } ctx -- I guess we define things as values? export define : Context -> String -> Val -> Val -> Context define ctx name val ty = { lvl $= S, env $= (val ::), types $= ((name,ty) ::), bds $= (Defined ::) } ctx export covering Show MetaEntry where show (Unsolved pos k ctx ty) = "Unsolved \{show pos} \{show k} : \{show ty} \{show ctx.bds}" show (Solved k x) = "Solved \{show k} \{show x}" export withPos : Context -> FC -> Context withPos ctx fc = { fc := fc } ctx export names : Context -> List String names ctx = toList $ map fst ctx.types public export M : Type -> Type M = (StateT TopContext (EitherT Impl.Error IO)) export partial Show Context where show ctx = "Context \{show $ map fst $ ctx.types}" export error : FC -> String -> M a error fc msg = throwError $ E fc msg export error' : String -> M a error' msg = throwError $ E (0,0) msg export freshMeta : Context -> FC -> Val -> M Tm freshMeta ctx fc ty = do mc <- readIORef ctx.metas putStrLn "INFO at \{show fc}: fresh meta \{show mc.next} : \{show ty}" writeIORef ctx.metas $ { next $= S, metas $= (Unsolved fc mc.next ctx ty ::) } mc pure $ applyBDs 0 (Meta emptyFC mc.next) ctx.bds where -- hope I got the right order here :) applyBDs : Nat -> Tm -> Vect k BD -> Tm applyBDs k t [] = t -- review the order here applyBDs k t (Bound :: xs) = App emptyFC (applyBDs (S k) t xs) (Bnd emptyFC k) applyBDs k t (Defined :: xs) = applyBDs (S k) t xs -- makeType : Vect k (String, Val) -> Vect k BD -> Val -- makeType [] [] = ?makeType_rhs_2 -- makeType ((nm, ty) :: types) (Defined :: bds) = makeType types bds -- makeType ((nm, ty) :: types) (Bound :: bds) = VPi emptyFC nm Explicit ty export lookupMeta : Nat -> M MetaEntry lookupMeta ix = do ctx <- get mc <- readIORef ctx.metas go mc.metas where go : List MetaEntry -> M MetaEntry go [] = error' "Meta \{show ix} not found" go (meta@(Unsolved _ k ys _) :: xs) = if k == ix then pure meta else go xs go (meta@(Solved k x) :: xs) = if k == ix then pure meta else go xs -- we need more of topcontext later - Maybe switch it up so we're not passing -- around top export mkCtx : IORef MetaContext -> FC -> Context mkCtx metas fc = MkCtx 0 [] [] [] metas fc ||| Force argument and print if verbose is true export debug : Lazy String -> M () debug x = do top <- get when top.verbose $ putStrLn x ||| Version of debug that makes monadic computation lazy export debugM : M String -> M () debugM x = do top <- get when top.verbose $ do putStrLn !(x)