remove inject stuff
injecting from m to (n+m) is just id ::: id ::: ... ::: shift n. specifically, injecting from 0 is just the shift. so.
This commit is contained in:
parent
126a585c74
commit
5053e9b234
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@ -7,71 +7,57 @@ import public Control.Monad.Reader
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import Decidable.Decidable
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public export
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record AnyTerm q where
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constructor T
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get : forall d, n. Term q d n
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public export
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data DefBody q =
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Concrete (AnyTerm q)
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Concrete (Term q 0 0)
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| Postulate
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namespace DefBody
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public export
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(.term0) : DefBody q -> Maybe (Term q 0 0)
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(Concrete t).term0 = Just t
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(Postulate).term0 = Nothing
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public export
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record Definition' q (isGlobal : Pred q) where
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constructor MkDef
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qty : q
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type : AnyTerm q
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body : DefBody q
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qty : q
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type0 : Term q 0 0
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body0 : DefBody q
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{auto 0 qtyGlobal : isGlobal qty}
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public export
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0 Definition : (q : Type) -> IsQty q => Type
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Definition q = Definition' q IsGlobal
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public export %inline
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mkDef : IsQty q => (qty : q) -> (0 _ : IsGlobal qty) =>
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(type, term : forall d, n. Term q d n) -> Definition q
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mkDef qty type term = MkDef {qty, type = T type, body = Concrete (T term)}
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public export %inline
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mkPostulate : IsQty q => (qty : q) -> (0 _ : IsGlobal qty) =>
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(type : forall d, n. Term q d n) -> Definition q
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mkPostulate qty type = MkDef {qty, type = T type, body = Postulate}
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(type0 : Term q 0 0) -> Definition q
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mkPostulate qty type0 = MkDef {qty, type0, body0 = Postulate}
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public export %inline
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mkDef0 : IsQty q => (qty : q) -> (0 _ : IsGlobal qty) =>
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(type, term : Term q 0 0) -> Definition q
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mkDef0 qty type term = mkDef qty (inject type) (inject term)
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mkDef : IsQty q => (qty : q) -> (0 _ : IsGlobal qty) =>
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(type0, term0 : Term q 0 0) -> Definition q
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mkDef qty type0 term0 = MkDef {qty, type0, body0 = Concrete term0}
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public export %inline
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(.get0) : AnyTerm q -> Term q 0 0
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t.get0 = t.get
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public export %inline
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(.type0) : Definition' q _ -> Term q 0 0
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g.type0 = g.type.get
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public export %inline
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(.term) : Definition' q _ -> Maybe (AnyTerm q)
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g.term = case g.body of
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Concrete t => Just t
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Postulate => Nothing
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public export %inline
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(.term0) : Definition' q _ -> Maybe (Term q 0 0)
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g.term0 = map (\x => x.get) g.term
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public export %inline
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(.qtyP) : forall q, isGlobal. Definition' q isGlobal -> Subset q isGlobal
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g.qtyP = Element g.qty g.qtyGlobal
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parameters {d, n : Nat}
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public export %inline
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(.type) : Definition' q _ -> Term q d n
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g.type = g.type0 // shift0 d // shift0 n
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public export %inline
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toElim : Definition' q _ -> Maybe $ Elim q d n
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toElim def = pure $ (!def.term).get :# def.type.get
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public export %inline
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(.term) : Definition' q _ -> Maybe (Term q d n)
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g.term = g.body0.term0 <&> \t => t // shift0 d // shift0 n
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public export %inline
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toElim : Definition' q _ -> Maybe $ Elim q d n
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toElim def = pure $ !def.term :# def.type
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public export
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@ -102,6 +88,6 @@ HasDefs q = HasDefs' q IsGlobal
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public export %inline
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lookupElim : forall isGlobal.
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lookupElim : forall isGlobal. {d, n : Nat} ->
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Name -> Definitions' q isGlobal -> Maybe (Elim q d n)
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lookupElim x defs = toElim !(lookup x defs)
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@ -90,7 +90,7 @@ parameters (defs : Definitions' q g)
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||| boundary separation.
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||| * an enum type is a subsingleton if it has zero or one tags.
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public export
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isSubSing : HasErr q m => Term q 0 n -> m Bool
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isSubSing : HasErr q m => {n : Nat} -> Term q 0 n -> m Bool
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isSubSing ty = do
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Element ty nc <- whnfT defs ty
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case ty of
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@ -125,6 +125,7 @@ parameters (defs : Definitions' q _) {auto _ : (CanEqual q m, IsQty q)}
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compare0 : EqContext q n -> (ty, s, t : Term q 0 n) -> m ()
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compare0 ctx ty s t =
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wrapErr (WhileComparingT ctx !mode ty s t) $ do
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let Val n = ctx.termLen
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Element ty nty <- whnfT defs ty
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Element s ns <- whnfT defs s
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Element t nt <- whnfT defs t
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@ -219,6 +220,7 @@ parameters (defs : Definitions' q _) {auto _ : (CanEqual q m, IsQty q)}
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export covering %inline
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compareType : EqContext q n -> (s, t : Term q 0 n) -> m ()
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compareType ctx s t = do
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let Val n = ctx.termLen
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Element s ns <- whnfT defs s
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Element t nt <- whnfT defs t
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ts <- ensureTyCon ctx s
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@ -292,7 +294,7 @@ parameters (defs : Definitions' q _) {auto _ : (CanEqual q m, IsQty q)}
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m (Term q 0 n)
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computeElimType ctx (F x) _ = do
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defs <- lookupFree' defs x
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pure $ defs.type.get
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pure $ injectT ctx defs.type
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computeElimType ctx (B i) _ = do
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pure $ ctx.tctx !! i
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computeElimType ctx (f :@ s) ne = do
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@ -328,6 +330,7 @@ parameters (defs : Definitions' q _) {auto _ : (CanEqual q m, IsQty q)}
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compare0 : EqContext q n -> (e, f : Elim q 0 n) -> m ()
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compare0 ctx e f =
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wrapErr (WhileComparingE ctx !mode e f) $ do
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let Val n = ctx.termLen
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Element e ne <- whnfT defs e
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Element f nf <- whnfT defs f
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-- [fixme] there is a better way to do this "isSubSing" stuff for sure
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@ -220,11 +220,11 @@ fromPDef (MkPDef qty pname ptype pterm) = do
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Just type => do
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injTC $ checkTypeC empty type Nothing
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injTC $ ignore $ checkC empty sqty term type
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modify $ insert name $ mkDef0 qty type term
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modify $ insert name $ mkDef qty type term
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Nothing => do
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let E elim = term | _ => throwError $ AnnotationNeeded pterm
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res <- injTC $ inferC empty sqty elim
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modify $ insert name $ mkDef0 qty res.type term
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modify $ insert name $ mkDef qty res.type term
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export
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fromPDecl : FromParser m => PDecl -> m ()
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@ -18,12 +18,12 @@ data WhnfError = MissingEnumArm TagVal (List TagVal)
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public export
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0 RedexTest : TermLike -> Type
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RedexTest tm = forall q, d, n, g. Definitions' q g -> tm q d n -> Bool
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RedexTest tm = forall q, g. {d, n : Nat} -> Definitions' q g -> tm q d n -> Bool
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public export
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interface Whnf (0 tm : TermLike) (0 isRedex : RedexTest tm) (0 err : Type) | tm
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where
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whnf : (defs : Definitions' q g) ->
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whnf : {d, n : Nat} -> (defs : Definitions' q g) ->
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tm q d n -> Either err (Subset (tm q d n) (No . isRedex defs))
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public export
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@ -84,11 +84,6 @@ prettyDSubst th =
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public export FromVar Dim where fromVar = B
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export
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inject : Dim d -> Dim (d + i)
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inject (K e) = K e
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inject (B i) = B $ inject i
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export
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CanShift Dim where
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K e // _ = K e
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@ -120,21 +120,6 @@ ssDownViaNat by =
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%transform "Shift.ssDown" ssDown = ssDownViaNat
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public export
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inject : Shift from to -> Shift (from + n') (to + n')
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inject SZ = SZ
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inject (SS by) = SS (inject by)
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public export
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injectViaNat : Shift from to -> Shift (from + n') (to + n')
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injectViaNat by =
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rewrite shiftDiff by in
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rewrite sym $ plusAssociative by.nat from n' in
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fromNat by.nat
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%transform "Shift.inject" Shift.inject = Shift.injectViaNat
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public export
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shift : Shift from to -> Var from -> Var to
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shift SZ i = i
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@ -299,77 +299,3 @@ mutual
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pushSubstsWith th (comp th ps ph) e
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pushSubstsWith th ph (DCloE e ps) =
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pushSubstsWith (ps . th) ph e
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parameters {0 d', n' : Nat}
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mutual
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namespace Term
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export
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inject : Term q d n -> Term q (d + d') (n + n')
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inject (TYPE l) = TYPE l
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inject (Pi qty arg res) = Pi qty (inject arg) (inject res)
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inject (Lam body) = Lam (inject body)
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inject (Sig fst snd) = Sig (inject fst) (inject snd)
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inject (Pair fst snd) = Pair (inject fst) (inject snd)
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inject (Enum cases) = Enum cases
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inject (Tag tag) = Tag tag
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inject (Eq ty l r) = Eq (inject ty) (inject l) (inject r)
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inject (DLam body) = DLam (inject body)
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inject (E e) = E (inject e)
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inject (CloT tm th) = CloT (inject tm) (inject th)
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inject (DCloT tm th) = DCloT (inject tm) (inject th)
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namespace Elim
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export
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inject : Elim q d n -> Elim q (d + d') (n + n')
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inject (F x) = F x
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inject (B i) = B $ inject i
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inject (fun :@ arg) = (inject fun) :@ (inject arg)
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inject (CasePair qty pair ret body) =
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CasePair qty (inject pair) (inject ret) (inject body)
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inject (CaseEnum qty tag ret arms) =
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CaseEnum qty (inject tag) (inject ret)
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(assert_total $ map inject arms)
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inject (fun :% arg) = (inject fun) :% (inject arg)
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inject (tm :# ty) = (inject tm) :# (inject ty)
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inject (CloE el th) = CloE (inject el) (inject th)
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inject (DCloE el th) = DCloE (inject el) (inject th)
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namespace ScopeTerm
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export
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inject : ScopeTermN s q d n -> ScopeTermN s q (d + d') (n + n')
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inject (S names (N body)) = S names (N (inject body))
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inject (S names (Y body)) {s, n} =
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S names $ Y $ rewrite plusAssociative s n n' in inject body
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namespace DScopeTerm
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export
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inject : DScopeTermN s q d n -> DScopeTermN s q (d + d') (n + n')
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inject (S names (N body)) = S names (N (inject body))
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inject (S names (Y body)) {s, d} =
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S names $ Y $ rewrite plusAssociative s d d' in inject body
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namespace TSubst
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export
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inject : TSubst q d from to -> TSubst q (d + d') (from + n') (to + n')
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inject (Shift by) = Shift $ inject by
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inject (t ::: th) = inject t ::: inject th
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namespace DSubst
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export
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inject : DSubst from to -> DSubst (from + d') (to + d')
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inject (Shift by) = Shift $ inject by
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inject (p ::: th) = inject p ::: inject th
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-- [fixme]
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-- Error: Linearity checking failed on metavar Quox.Syntax.Term.Subst.{b:7362}
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-- (Int not a function type)
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{-
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%transform "Term.inject" Term.inject t = believe_me t
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%transform "Elim.inject" Elim.inject e = believe_me e
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%transform "ScopeTerm.inject" ScopeTerm.inject t = believe_me t
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%transform "DScopeTerm.inject" DScopeTerm.inject t = believe_me t
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%transform "TSubst.inject" TSubst.inject th = believe_me th
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%transform "DSubst.inject" DSubst.inject th = believe_me th
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-}
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@ -116,18 +116,6 @@ toFromNat 0 (LTESucc x) = Refl
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toFromNat (S k) (LTESucc x) = cong S $ toFromNat k x
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export
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inject : Var m -> Var (m + i)
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inject VZ = VZ
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inject (VS i) = VS $ inject i
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private
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injectViaNat : Var m -> Var (m + n)
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injectViaNat i = fromNatWith i.nat (toNatLT i `transitive` lteAddRight m)
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%transform "Var.inject" Var.inject = injectViaNat
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-- not using %transform like other things because weakSpec requires the proof
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-- to be relevant. but since only `LTESucc` is ever possible that seems
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-- to be an instance of <https://github.com/idris-lang/Idris2/issues/1259>?
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@ -250,7 +250,7 @@ parameters {auto _ : IsQty q} {auto _ : CanTC q m}
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-- if σ ≤ π
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expectCompatQ sg.fst g.qty
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-- then Ψ | Γ ⊢ σ · x ⇒ A ⊳ 𝟎
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pure $ InfRes {type = g.type.get, qout = zeroFor ctx}
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pure $ InfRes {type = injectT ctx g.type, qout = zeroFor ctx}
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where
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lookupFree : Name -> m (Definition q)
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lookupFree x = lookupFree' !ask x
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@ -48,10 +48,11 @@ substCasePairRet dty retty =
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parameters {auto _ : HasErr q m} (defs : Definitions' q _)
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export covering %inline
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whnfT : {0 isRedex : RedexTest tm} -> Whnf tm isRedex WhnfError =>
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tm q d n -> m (NonRedex tm q d n defs)
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{d, n : Nat} -> tm q d n -> m (NonRedex tm q d n defs)
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whnfT = either (throwError . WhnfError) pure . whnf defs
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parameters (ctx : Lazy (TyContext q d1 n)) (th : Lazy (DSubst d2 d1))
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parameters {d2, n : Nat} (ctx : Lazy (TyContext q d1 n))
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(th : Lazy (DSubst d2 d1))
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export covering %inline
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expectTYPE_ : Term q d2 n -> m Universe
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expectTYPE_ s = case fst !(whnfT s) of
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@ -88,42 +89,62 @@ parameters {auto _ : HasErr q m} (defs : Definitions' q _)
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parameters (ctx : TyContext q d n)
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export covering %inline
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expectTYPE : Term q d n -> m Universe
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expectTYPE = expectTYPE_ ctx id
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expectTYPE =
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let Val d = ctx.dimLen; Val n = ctx.termLen in
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expectTYPE_ ctx id
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export covering %inline
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expectPi : Term q d n -> m (q, Term q d n, ScopeTerm q d n)
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expectPi = expectPi_ ctx id
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expectPi =
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let Val d = ctx.dimLen; Val n = ctx.termLen in
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expectPi_ ctx id
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export covering %inline
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expectSig : Term q d n -> m (Term q d n, ScopeTerm q d n)
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expectSig = expectSig_ ctx id
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expectSig =
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let Val d = ctx.dimLen; Val n = ctx.termLen in
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expectSig_ ctx id
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export covering %inline
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expectEnum : Term q d n -> m (SortedSet TagVal)
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expectEnum = expectEnum_ ctx id
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expectEnum =
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let Val d = ctx.dimLen; Val n = ctx.termLen in
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expectEnum_ ctx id
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export covering %inline
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expectEq : Term q d n -> m (DScopeTerm q d n, Term q d n, Term q d n)
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expectEq = expectEq_ ctx id
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expectEq =
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let Val d = ctx.dimLen; Val n = ctx.termLen in
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expectEq_ ctx id
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parameters (ctx : EqContext q n)
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export covering %inline
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expectTYPEE : Term q 0 n -> m Universe
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expectTYPEE t = expectTYPE_ (toTyContext ctx) (shift0 ctx.dimLen) t
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expectTYPEE t =
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let Val n = ctx.termLen in
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expectTYPE_ (toTyContext ctx) (shift0 ctx.dimLen) t
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export covering %inline
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expectPiE : Term q 0 n -> m (q, Term q 0 n, ScopeTerm q 0 n)
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expectPiE t = expectPi_ (toTyContext ctx) (shift0 ctx.dimLen) t
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expectPiE t =
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let Val n = ctx.termLen in
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expectPi_ (toTyContext ctx) (shift0 ctx.dimLen) t
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export covering %inline
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expectSigE : Term q 0 n -> m (Term q 0 n, ScopeTerm q 0 n)
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expectSigE t = expectSig_ (toTyContext ctx) (shift0 ctx.dimLen) t
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expectSigE t =
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let Val n = ctx.termLen in
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expectSig_ (toTyContext ctx) (shift0 ctx.dimLen) t
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export covering %inline
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expectEnumE : Term q 0 n -> m (SortedSet TagVal)
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expectEnumE t = expectEnum_ (toTyContext ctx) (shift0 ctx.dimLen) t
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expectEnumE t =
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let Val n = ctx.termLen in
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expectEnum_ (toTyContext ctx) (shift0 ctx.dimLen) t
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export covering %inline
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expectEqE : Term q 0 n -> m (DScopeTerm q 0 n, Term q 0 n, Term q 0 n)
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expectEqE t = expectEq_ (toTyContext ctx) (shift0 ctx.dimLen) t
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expectEqE t =
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let Val n = ctx.termLen in
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expectEq_ (toTyContext ctx) (shift0 ctx.dimLen) t
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@ -3,6 +3,7 @@ module Quox.Typing.Context
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import Quox.Syntax
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import Quox.Context
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import Quox.Pretty
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import public Data.Singleton
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%default total
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@ -27,6 +28,8 @@ DimAssign = Context' DimConst
|
|||
public export
|
||||
record TyContext q d n where
|
||||
constructor MkTyContext
|
||||
{auto dimLen : Singleton d}
|
||||
{auto termLen : Singleton n}
|
||||
dctx : DimEq d
|
||||
dnames : NContext d
|
||||
tctx : TContext q d n
|
||||
|
|
@ -39,6 +42,7 @@ public export
|
|||
record EqContext q n where
|
||||
constructor MkEqContext
|
||||
{dimLen : Nat}
|
||||
{auto termLen : Singleton n}
|
||||
dassign : DimAssign dimLen -- only used for printing
|
||||
dnames : NContext dimLen -- only used for printing
|
||||
tctx : TContext q 0 n
|
||||
|
|
@ -56,6 +60,11 @@ namespace TContext
|
|||
zeroFor : IsQty q => Context tm n -> QOutput q n
|
||||
zeroFor ctx = zero <$ ctx
|
||||
|
||||
private
|
||||
extendLen : Telescope a from to -> Singleton from -> Singleton to
|
||||
extendLen [<] x = x
|
||||
extendLen (tel :< _) x = [|S $ extendLen tel x|]
|
||||
|
||||
namespace TyContext
|
||||
public export %inline
|
||||
empty : TyContext q 0 0
|
||||
|
|
@ -65,9 +74,15 @@ namespace TyContext
|
|||
export %inline
|
||||
extendTyN : Telescope (\n => (q, BaseName, Term q d n)) from to ->
|
||||
TyContext q d from -> TyContext q d to
|
||||
extendTyN xss ctx =
|
||||
extendTyN xss (MkTyContext {termLen, dctx, dnames, tctx, tnames, qtys}) =
|
||||
let (qs, xs, ss) = unzip3 xss in
|
||||
{qtys $= (. qs), tctx $= (. ss), tnames $= (. xs)} ctx
|
||||
MkTyContext {
|
||||
dctx, dnames,
|
||||
termLen = extendLen xss termLen,
|
||||
tctx = tctx . ss,
|
||||
tnames = tnames . xs,
|
||||
qtys = qtys . qs
|
||||
}
|
||||
|
||||
export %inline
|
||||
extendTy : q -> BaseName -> Term q d n -> TyContext q d n ->
|
||||
|
|
@ -76,11 +91,28 @@ namespace TyContext
|
|||
|
||||
export %inline
|
||||
extendDim : BaseName -> TyContext q d n -> TyContext q (S d) n
|
||||
extendDim x = {dctx $= (:<? Nothing), dnames $= (:< x), tctx $= pushD}
|
||||
extendDim x (MkTyContext {dimLen, dctx, dnames, tctx, tnames, qtys}) =
|
||||
MkTyContext {
|
||||
dctx = dctx :<? Nothing,
|
||||
dnames = dnames :< x,
|
||||
dimLen = [|S dimLen|],
|
||||
tctx = pushD tctx,
|
||||
tnames, qtys
|
||||
}
|
||||
|
||||
export %inline
|
||||
eqDim : Dim d -> Dim d -> TyContext q d n -> TyContext q d n
|
||||
eqDim p q = {dctx $= set p q}
|
||||
eqDim p q = {dctx $= set p q, dimLen $= id, termLen $= id}
|
||||
|
||||
export
|
||||
injectT : TyContext q d n -> Term q 0 0 -> Term q d n
|
||||
injectT (MkTyContext {dimLen = Val d, termLen = Val n, _}) tm =
|
||||
tm // shift0 d // shift0 n
|
||||
|
||||
export
|
||||
injectE : TyContext q d n -> Elim q 0 0 -> Elim q d n
|
||||
injectE (MkTyContext {dimLen = Val d, termLen = Val n, _}) el =
|
||||
el // shift0 d // shift0 n
|
||||
|
||||
|
||||
namespace QOutput
|
||||
|
|
@ -106,6 +138,7 @@ makeDAssign (K e ::: th) = makeDAssign th :< e
|
|||
export
|
||||
makeEqContext' : {d : Nat} -> TyContext q d n -> DSubst d 0 -> EqContext q n
|
||||
makeEqContext' ctx th = MkEqContext {
|
||||
termLen = ctx.termLen,
|
||||
dassign = makeDAssign th,
|
||||
dnames = ctx.dnames,
|
||||
tctx = map (// th) ctx.tctx,
|
||||
|
|
@ -128,9 +161,15 @@ namespace EqContext
|
|||
export %inline
|
||||
extendTyN : Telescope (\n => (q, BaseName, Term q 0 n)) from to ->
|
||||
EqContext q from -> EqContext q to
|
||||
extendTyN tel ctx =
|
||||
let (qs, xs, ss) = unzip3 tel in
|
||||
{qtys $= (. qs), tctx $= (. ss), tnames $= (. xs)} ctx
|
||||
extendTyN xss (MkEqContext {termLen, dassign, dnames, tctx, tnames, qtys}) =
|
||||
let (qs, xs, ss) = unzip3 xss in
|
||||
MkEqContext {
|
||||
termLen = extendLen xss termLen,
|
||||
tctx = tctx . ss,
|
||||
tnames = tnames . xs,
|
||||
qtys = qtys . qs,
|
||||
dassign, dnames
|
||||
}
|
||||
|
||||
export %inline
|
||||
extendTy : q -> BaseName -> Term q 0 n -> EqContext q n -> EqContext q (S n)
|
||||
|
|
@ -138,7 +177,9 @@ namespace EqContext
|
|||
|
||||
export %inline
|
||||
extendDim : BaseName -> DimConst -> EqContext q n -> EqContext q n
|
||||
extendDim x e ctx = {dassign $= (:< e), dnames $= (:< x)} ctx
|
||||
extendDim x e (MkEqContext {dassign, dnames, tctx, tnames, qtys}) =
|
||||
MkEqContext {dassign = dassign :< e, dnames = dnames :< x,
|
||||
tctx, tnames, qtys}
|
||||
|
||||
export
|
||||
toTyContext : (e : EqContext q n) -> TyContext q e.dimLen n
|
||||
|
|
@ -149,6 +190,14 @@ namespace EqContext
|
|||
dnames, tnames, qtys
|
||||
}
|
||||
|
||||
export
|
||||
injectT : EqContext q n -> Term q 0 0 -> Term q 0 n
|
||||
injectT (MkEqContext {termLen = Val n, _}) tm = tm // shift0 n
|
||||
|
||||
export
|
||||
injectE : EqContext q n -> Elim q 0 0 -> Elim q 0 n
|
||||
injectE (MkEqContext {termLen = Val n, _}) el = el // shift0 n
|
||||
|
||||
|
||||
parameters {auto _ : (Eq q, PrettyHL q, IsQty q)} (unicode : Bool)
|
||||
private
|
||||
|
|
|
|||
|
|
@ -47,7 +47,7 @@ parameters (ctx : TyContext Three 0 n)
|
|||
equalE = equalED 0 ctx
|
||||
|
||||
empty01 : TyContext q 0 0
|
||||
empty01 = {dctx := ZeroIsOne} empty
|
||||
empty01 = eqDim (K Zero) (K One) empty
|
||||
|
||||
|
||||
export
|
||||
|
|
|
|||
|
|
@ -110,7 +110,7 @@ ctx01 tel = let (ns, ts) = unzip tel in
|
|||
MkTyContext ZeroIsOne [<] ts ns anys
|
||||
|
||||
empty01 : TyContext Three 0 0
|
||||
empty01 = {dctx := ZeroIsOne} empty
|
||||
empty01 = eqDim (K Zero) (K One) empty
|
||||
|
||||
inferredTypeEq : TyContext Three d n -> (exp, got : Term Three d n) -> M ()
|
||||
inferredTypeEq ctx exp got =
|
||||
|
|
|
|||
Loading…
Reference in New Issue