On Sat, Aug 20, 2016 at 2:57 AM, Jacques Garrigue <garrigue@math.nagoya-u.ac.jp> wrote:
On 2016/08/20 09:02, Alexey Egorov wrote:
>
> Hello,
>
> in haskell it's possible to convert some data type to it CPS'ed form using rank-N polymorphism.
>
> I'm trying to do the same in ocaml using objects with polymorphic methods (instead of GHC RankNTypes extension), and it works well unless I'm using data type with existential type variables.
>
> Example - https://gist.github.com/anonymous/57262e4e1009e658b97e8986a2d03d40
> Haskell version compiles, while ocaml version gives type error about universal variable escaping it's scope.
>
> What is the right way to do this? Is it possible at all?


The problem is that type annotations are not propagated to the body of objects, so you need to annotate the method explicitly, or to annotate the type of self.
The following annotated version works:

let uncps : type a . a cps_t -> a t =
  fun p -> p # get Nil (object
    method get : 'e . (a, 'e) d -> ('e -> a) -> a t = fun d f -> Cons (d, f)
  end)

Incidentally, you can do it quite neatly by using polymorphic records instead of polymorphic objects:

type ('a,'r) uncons = { cons : 'e . ('a, 'e) d -> ('e -> 'a) -> 'r }
type 'a cps_t = { runCps : 'r . 'r -> ('a, 'r) uncons -> 'r }

let uncps {runCps} = runCps Nil {cons = fun d f -> Cons(d, f)}

Stephen