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Support positive arity typealias in arity checker (#2021)
Currently the arity checker assumes that applications within a type signature have arity unit. This is not the case where a type alias function is used within a type signature that returns a positive arity function type. For example: ``` type T := | t : T; funAlias : Type -> Type; funAlias a := a -> a; f : funAlias T; f t := t; ``` * Closes https://github.com/anoma/juvix/issues/2020 Co-authored-by: Co-authored-by: janmasrovira <janmasrovira@gmail.com>
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@ -435,7 +435,7 @@ typeArity = go
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go :: Expression -> Arity
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go :: Expression -> Arity
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go = \case
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go = \case
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ExpressionIden i -> goIden i
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ExpressionIden i -> goIden i
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ExpressionApplication {} -> ArityUnit
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ExpressionApplication a -> goApplication a
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ExpressionLiteral {} -> ArityUnknown
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ExpressionLiteral {} -> ArityUnknown
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ExpressionFunction f -> ArityFunction (goFun f)
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ExpressionFunction f -> ArityFunction (goFun f)
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ExpressionHole {} -> ArityUnknown
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ExpressionHole {} -> ArityUnknown
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@ -445,6 +445,14 @@ typeArity = go
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ExpressionSimpleLambda {} -> simplelambda
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ExpressionSimpleLambda {} -> simplelambda
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ExpressionLet l -> goLet l
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ExpressionLet l -> goLet l
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goApplication :: Application -> Arity
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goApplication a = case lhs of
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ExpressionIden IdenInductive {} -> ArityUnit
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_ -> ArityUnknown
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where
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lhs :: Expression
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lhs = fst (unfoldApplication a)
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goLet :: Let -> Arity
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goLet :: Let -> Arity
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goLet l = typeArity (l ^. letExpression)
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goLet l = typeArity (l ^. letExpression)
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@ -34,3 +34,15 @@ p a := mkPair t a a;
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x' : flip Pair (id _) T2;
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x' : flip Pair (id _) T2;
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x' := mkPair x t2 t;
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x' := mkPair x t2 t;
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funAlias : Type -> Type;
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funAlias a := a -> a;
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f : funAlias T;
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f :=
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\ {
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| t := t
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};
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f' : funAlias T;
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f' t := t;
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