From: Gabriel Scherer <gabriel.scherer@gmail.com>
To: Carl Eastlund <ceastlund@janestreet.com>
Cc: caml users <caml-list@inria.fr>
Subject: Re: [Caml-list] Weird type error involving 'include' and applicative functors
Date: Sun, 15 Feb 2015 11:26:56 +0100 [thread overview]
Message-ID: <CAPFanBFiBB7qQT=3NCQv6TNN4ovw6nA3RJQ_yEKPhbLLyT1dOA@mail.gmail.com> (raw)
In-Reply-To: <CALyFioQxTr+kGYp_94d9LMqcO6xmLCFqA_PiKoSmAW79oOUY6Q@mail.gmail.com>
That is one of the dark corners of the module system.
I don't know whether an ideal type-checker should accept your last
definition or not. It is non-intuitive that some are accepted and
others rejected; some things in the module system are non-intuitive
for good reasons, some others because of implementation limitations,
and it's not always clear to non-experts which is which).˙But I can
explain why the last definition is harder for the type-checker to
accept than the other.
# module A = struct
module T = struct end
module C = struct
include Make(T)
end
include C
end
;;
module A :
sig
module T : sig end
module C : sig type t = Make(T).t end
type t = Make(T).t
end
# module B = struct
module C = struct
module T = struct end
include Make(T)
end
include C
end
;;
module B :
sig
module C : sig module T : sig end type t = Make(T).t end
module T = C.T
type t = Make(T).t
end
Note the important difference in the inferred signatures in both
cases. Both modules have
type t = Make(T).t
but, in the first case, this is the *same module T* that is mentioned
in the signature of T, while in the second case, there are two
different modules, C.T and T (the latter being generated by the
"include", with an equation that it is equal to the former).
The reasoning to check against your signature
sig
type t
module C : S with type t = t
end
is thus more complicated in the second case: the type-checker would
need to use the equation (T = C.T) to check that indeed C.t is equal
to t.
I think this is due to the rather contorted way you define C first in
the implementations and include it later, while in the signature first
define t and then C. Note that the following signature, which is
morally equivalent, accepts both implementations (and thus all the
functors in your file):
sig
module C : S
type t = C.t
end
On Fri, Feb 13, 2015 at 10:40 PM, Carl Eastlund
<ceastlund@janestreet.com> wrote:
> This seems to be a compiler bug, but let me know if I've missed something.
> The behavior I see is that Make_ok1 and Make_ok2 compile fine, but the very
> similar functor Make_bad does not. I get this compile error:
>
> ========================================
>
> Error: Signature mismatch:
> Modules do not match:
> sig
> module C : sig module T : sig end type t = Make(T).t end
> module T = C.T
> type t = Make(T).t
> end
> is not included in
> sig type t module C : sig type t = t end end
> In module C:
> Modules do not match:
> sig module T : sig end type t = Make(T).t end
> is not included in
> sig type t = C.t end
> In module C:
> Type declarations do not match:
> type t = Make(T).t
> is not included in
> type t = t
>
> ========================================
>
> And here is the code:
>
> ========================================
>
> module type S = sig type t end
> module Make (M : sig end) : S = struct type t end
>
> module Make_ok1 (M : sig end) : sig
>
> type t
> module A : S with type t = t
>
> end = struct
>
> module A = struct
> include Make (struct end)
> end
> include A
>
> end
>
> module Make_ok2 (M : sig end) : sig
>
> type t
> module B : S with type t = t
>
> end = struct
>
> module T = struct end
> module B = struct
> include Make (T)
> end
> include B
>
> end
>
> module Make_bad (M : sig end) : sig
>
> type t
> module C : S with type t = t
>
> end = struct
>
> module C = struct
> module T = struct end
> include Make (T)
> end
> include C
>
> end
>
> ========================================
>
> --
> Carl Eastlund
next prev parent reply other threads:[~2015-02-15 10:27 UTC|newest]
Thread overview: 8+ messages / expand[flat|nested] mbox.gz Atom feed top
2015-02-13 21:40 Carl Eastlund
2015-02-15 10:26 ` Gabriel Scherer [this message]
2015-02-16 18:03 ` Leo White
2015-02-17 21:40 ` Milan Stanojević
2015-02-19 18:21 ` Milan Stanojević
2015-02-19 18:23 ` Milan Stanojević
2015-02-24 4:38 ` Jacques Garrigue
2015-02-24 5:54 ` Jacques Garrigue
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