From: Remi Vanicat <vanicat@debian.org>
To: caml-list@inria.fr
Subject: Re: recursive types
Date: Mon, 24 Mar 2008 10:02:20 +0100 [thread overview]
Message-ID: <87hcewpk9v.dlv@maison.homelinux.org> (raw)
In-Reply-To: <f74178430803232016g5953f457yf93502a81e30769a@mail.gmail.com>
"Jacques Le Normand" <rathereasy@gmail.com> writes:
> hello again list
> is it possible to have mutually recursive classes and types? I'm trying to
> implement the zipper, and this is what I came up with:
Not directly, but you can use polymorphism to have it:
class type ['a] node_wrapper =
object
method identify : string
method get_child_location : 'a
end
class virtual ['a] nodeable =
object(self)
method virtual to_node_wrapper : 'a node_wrapper
end
type path = (location nodeable list * location * location nodeable list) option
and location = Loc of location nodeable * path
you could even do something like :
class type ['a] pre_node_wrapper =
object
method identify : string
method get_child_location : 'a
end
class virtual ['a] pre_nodeable =
object(self)
method virtual to_node_wrapper : 'a pre_node_wrapper
end
type path = (location pre_nodeable list * location * location pre_nodeable list) option
and location = Loc of location pre_nodeable * path
class type node_wrapper = [location] pre_node_wrapper
class virtual nodeable = [location] pre_nodeable
(you could also make the type polymorphic, and the class
monomorphic if you declare the type before the class and class
type).
You probably should come on the Beginner's list, where such question
could be answered (see http://groups.yahoo.com/group/ocaml_beginners)
--
Rémi Vanicat
next prev parent reply other threads:[~2008-03-24 9:02 UTC|newest]
Thread overview: 9+ messages / expand[flat|nested] mbox.gz Atom feed top
2008-03-24 3:16 Jacques Le Normand
2008-03-24 3:51 ` [Caml-list] " Erik de Castro Lopo
2008-03-24 3:51 ` Erik de Castro Lopo
2008-03-24 8:37 ` Jeremy Yallop
2008-03-24 9:02 ` Remi Vanicat [this message]
[not found] <20050506044107.1698.70519.Mailman@yquem.inria.fr>
2005-11-15 22:44 ` Recursive types Swaroop Sridhar
-- strict thread matches above, loose matches on Subject: below --
2004-12-13 9:44 recursive types nakata keiko
1997-11-25 4:40 type recursifs et abreviations cyclique and Co Jason Hickey
1997-11-25 10:09 ` recursive types Xavier Leroy
1997-11-25 15:43 ` Jason Hickey
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