_+_ works with an Add typeclass now.
- add test case - fix some issues with eval - filter out non-candidates for auto search
This commit is contained in:
9
TODO.md
9
TODO.md
@@ -8,10 +8,10 @@
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- [x] day1
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- [x] day2
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- some "real world" examples
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- [ ] Maybe Eq and stuff would work for typeclass without dealing with unification issues yet
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- [ ] unsolved meta errors repeat (need to freeze or only report at end)
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- [x] Maybe Eq and stuff would work for typeclass without dealing with unification issues yet
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- [x] unsolved meta errors repeat (need to freeze or only report at end)
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- [x] Sanitize JS idents, e.g. `_+_`
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- [ ] Generate some programs that do stuff
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- [x] Generate some programs that do stuff
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- [x] import
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- [ ] consider making meta application implicit in term, so its more readable when printed
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- Currently we have explicit `App` surrounding `Meta` when inserting metas. Some people
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@@ -37,6 +37,7 @@
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- [x] ~~SKIP list syntax~~
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- Agda doesn't have it, clashes with pair syntax
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- [ ] autos / typeclass resolution
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- [x] very primitive version in place, not higher order, search at end
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- We need special handling in unification to make this possible for typeclasses on `U -> U`, we could still do `Eq` or `Show` with the current unification
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- options
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- keep as implicit and do auto if the type constructor is flagged auto
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@@ -44,7 +45,7 @@
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- have separate type of implict with `{{}}`
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- `TypeClass.newt` is the exercise for this
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- [ ] do blocks (needs typeclass, overloaded functions, or constrain to IO)
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- [ ] some solution for `+` problem (classes? ambiguity?)
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- [x] some solution for `+` problem (classes? ambiguity?)
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- [x] show compiler failure in the editor (exit code != 0)
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- [x] write output to file
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- uses `-o` option
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@@ -67,11 +67,12 @@ tryEval k sp =
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v => pure $ Just v
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_ => pure Nothing
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-- Lennart needed more forcing for recursive nat,
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-- Force far enough to compare types
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forceType : Val -> M Val
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forceType (VMeta fc ix sp) = case !(lookupMeta ix) of
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(Unsolved x k xs _ _) => pure (VMeta fc ix sp)
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(Solved k t) => vappSpine t sp >>= forceType
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forceType x@(VRef fc nm _ sp) = fromMaybe x <$> tryEval nm sp
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forceType x = pure x
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public export
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@@ -88,7 +88,8 @@ evalSpine env mode (Ref fc nm (Fn tm)) sp = do
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v => pure v
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evalSpine env mode tm sp = vappSpine !(eval env mode tm) ([<] <>< sp)
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eval env mode (Ref _ x (Fn tm)) = eval env mode tm
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-- This is too aggressive...
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-- eval env mode (Ref _ x (Fn tm)) = eval env mode tm
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eval env mode (Ref fc x def) = pure $ VRef fc x def [<]
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eval env mode (App _ t u) = evalSpine env mode t [!(eval env mode u)]
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eval env mode (U fc) = pure (VU fc)
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@@ -12,12 +12,27 @@ import Lib.Eval
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import Lib.Types
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import Lib.Util
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-- Check that the arguments are not explicit and the type constructor in codomain matches
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-- Later we will build a table of codomain type, and maybe make the user tag the candidates
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-- like Idris does with %hint
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isCandidate : Val -> Tm -> Bool
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isCandidate ty (Pi fc nm Explicit t u) = False
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isCandidate ty (Pi fc nm icit t u) = isCandidate ty u
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isCandidate (VRef _ nm _ _) (Ref fc nm' def) = nm == nm'
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isCandidate ty (App fc t u) = isCandidate ty t
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isCandidate _ _ = False
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-- go : List Binder -> Tm -> (Tm, List Binder)
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-- go ts (Pi fc nm icit t u) = go (MkBind fc nm icit t :: ts) u
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-- go ts tm = (tm, reverse ts)
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-- This is a crude first pass
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-- TODO consider ctx
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findMatches : Val -> List TopEntry -> M (List Tm)
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findMatches ty [] = pure []
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findMatches ty ((MkEntry name type def@(Fn t)) :: xs) = do
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let True = isCandidate ty type | False => findMatches ty xs
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top <- get
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let ctx = mkCtx top.metas (getFC ty)
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-- FIXME we're restoring state, but the INFO logs have already been emitted
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@@ -26,6 +41,7 @@ findMatches ty ((MkEntry name type def@(Fn t)) :: xs) = do
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catchError {e=Error} (do
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-- TODO sort out the FC here
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let fc = getFC ty
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debug "TRY \{name} : \{pprint [] type} for \{show ty}"
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tm <- check (mkCtx top.metas fc) (RVar fc name) ty
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debug "Found \{pprint [] tm} for \{show ty}"
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(tm ::) <$> findMatches ty xs)
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@@ -121,6 +137,7 @@ processDecl (Def fc nm clauses) = do
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[tm] <- findMatches ty top.defs
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| res => error fc "Failed to solve \{show ty}, matches: \{show $ map (pprint []) res}"
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val <- eval ctx.env CBN tm
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debug "solution \{pprint [] tm} evaled to \{show val}"
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let sp = makeSpine ctx.lvl ctx.bds
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solve ctx ctx.lvl k sp val
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pure ()
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@@ -130,8 +147,7 @@ processDecl (Def fc nm clauses) = do
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putStrLn "NF \{pprint[] tm'}"
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mc <- readIORef top.metas
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-- for_ (take mlen mc.metas) $ \case
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for_ (mc.metas) $ \case
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for_ (take mlen mc.metas) $ \case
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(Solved k x) => pure ()
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(Unsolved (l,c) k ctx ty User) => do
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-- TODO print here instead of during Elab
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38
tests/black/Auto2.newt
Normal file
38
tests/black/Auto2.newt
Normal file
@@ -0,0 +1,38 @@
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module Auto2
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ptype World
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pfunc log : {A : U} -> A -> World := "(_, a) => console.log(a)"
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ptype Int
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pfunc i_plus : Int -> Int -> Int := "(x,y) => x + y"
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data Nat : U where
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Z : Nat
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S : Nat -> Nat
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plus : Nat -> Nat -> Nat
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plus Z x = x
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plus (S k) x = S (plus k x)
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-- a type class
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data Add : U -> U where
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MkAdd : {A : U} -> (A -> A -> A) -> Add A
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infixl 8 _+_
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_+_ : {A : U} -> {{myadd : Add A}} -> A -> A -> A
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_+_ {_} {{MkAdd adder}} x y = adder x y
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-- Two instances
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addInt : Add Int
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addInt = MkAdd i_plus
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addNat : Add Nat
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addNat = MkAdd plus
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-- sequencing hack
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infixl 2 _>>_
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_>>_ : {a b : U} -> a -> b -> b
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a >> b = b
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main : World -> World
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main _ = log (40 + 2) >> log (Z + Z)
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