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printing to LBNF with profiles
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@@ -1,8 +1,9 @@
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abstract Imper = {
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abstract Imper = PredefAbs ** {
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cat
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Program ;
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Typ ;
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NumTyp ;
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ListTyp ;
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Fun ListTyp Typ ;
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Body ListTyp ;
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@@ -17,6 +18,7 @@ abstract Imper = {
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Body AS -> (Fun AS V -> Program) -> Program ;
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BodyNil : Stm -> Body NilTyp ;
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BodyOne : (A : Typ) -> (Var A -> Stm) -> Body (ConsTyp A NilTyp) ;
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BodyCons : (A : Typ) -> (AS : ListTyp) ->
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(Var A -> Body AS) -> Body (ConsTyp A AS) ;
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@@ -29,22 +31,20 @@ abstract Imper = {
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End : Stm ;
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EVar : (A : Typ) -> Var A -> Exp A ;
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EInt : Int -> Exp TInt ;
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EFloat : Int -> Int -> Exp TFloat ;
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ELtI : Exp TInt -> Exp TInt -> Exp TInt ;
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ELtF : Exp TFloat -> Exp TFloat -> Exp TInt ;
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EInt : Int -> Exp (TNum TInt) ;
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EFloat : Int -> Int -> Exp (TNum TFloat) ;
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ELt : (n : NumTyp) -> let Ex = Exp (TNum n) in Ex -> Ex -> Exp (TNum TInt) ;
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EApp : (AS : ListTyp) -> (V : Typ) -> Fun AS V -> ListExp AS -> Exp V ;
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EAddI, EMulI, ESubI : Exp TInt -> Exp TInt -> Exp TInt ;
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EAddF, EMulF, ESubF : Exp TFloat -> Exp TFloat -> Exp TFloat ;
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TInt : Typ ;
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TFloat : Typ ;
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EAdd, EMul, ESub : (n : NumTyp) -> let Ex = Exp (TNum n) in Ex -> Ex -> Ex ;
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TNum : NumTyp -> Typ ;
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TInt, TFloat : NumTyp ;
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NilTyp : ListTyp ;
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ConsTyp : Typ -> ListTyp -> ListTyp ;
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NilExp : ListExp NilTyp ;
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OneExp : (A : Typ) -> Exp A -> ListExp (ConsTyp A NilTyp) ;
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ConsExp : (A : Typ) -> (AS : ListTyp) ->
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Exp A -> ListExp AS -> ListExp (ConsExp A AS) ;
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Exp A -> ListExp AS -> ListExp (ConsTyp A AS) ;
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}
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