From: Philippe Wang <mail@philippewang.info>
To: Eric Jaeger <eric.jaeger@ssi.gouv.fr>
Cc: OCaml Mailing List <caml-list@inria.fr>
Subject: Re: [Caml-list] Function returning recursive lists
Date: Wed, 19 Dec 2012 23:23:41 +0100 [thread overview]
Message-ID: <CAAFfW_pZzCUXX5VrPy7WKsdU-BFB-1dxtrtrDtEL-5AKw7ukyg@mail.gmail.com> (raw)
In-Reply-To: <50d02b62.827bc20a.6f6e.65b8SMTPIN_ADDED_BROKEN@mx.google.com>
Hi,
I have a (somehow silly) answer to your question:
let gen_make_circ n =
Printf.printf "let make_circ = function [] -> []\n";
for i = 1 to n do
Printf.printf "| [";
for j = i to n do
Printf.printf "x%d;" j
done;
Printf.printf "] -> let rec res = ";
for j = i to n do
Printf.printf "x%d :: " j
done;
Printf.printf "res in res\n"
done;
Printf.printf "| _ -> failwith \"not implemented\"\n%!"
let _ = gen_make_circ 4;;
prints this :
let make_circ = function [] -> []
| [x1;x2;x3;x4;] -> let rec res = x1 :: x2 :: x3 :: x4 :: res in res
| [x2;x3;x4;] -> let rec res = x2 :: x3 :: x4 :: res in res
| [x3;x4;] -> let rec res = x3 :: x4 :: res in res
| [x4;] -> let rec res = x4 :: res in res
| _ -> failwith "not implemented"
And then can be used:
let _ = make_circ [23;45];;
- : int list =
[23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45;
23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23;
45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; 45; 23; ...]
Cheers,
Philippe Wang
On Tue, Dec 18, 2012 at 9:37 AM, Eric Jaeger <eric.jaeger@ssi.gouv.fr> wrote:
> Hi everyone,
>
>
>
> There are various discussions on recursive lists in the archive, yet I was
> wondering whether or not it was possible in pure OCaml to write a function
> returning non-constant recursive lists.
>
>
>
> For example, I would like to have a function “docycle:’a list->’a list” that
> takes a non recursive list and transforms it into a recursive list
> containing the same elements. That is, “docycle [1;2;3]” would return a list
> structurally equivalent to “let rec c=1::2::3::c in c”. So far, my various
> attempts (OCaml 3.12) have not been successful. Another good example is to
> have a List.map compatible with recursive lists.
>
>
>
> Please note that it is, in a way, a theoretical (and possibly naïve)
> question :
>
> - I do not consider recursive lists as the perfect implementation
> for my problem
>
> - I do not care about efficiency
>
> - I do not want to use an ad hoc mutable/lazy list datatype (unless
> I’ve also a conversion function toward standard lists)
>
> - I do not want to use Obj or other similar tricks
>
> It’s just that I’m curious whether or not what I’m trying to achieve is
> possible.
>
>
>
> Regards, Eric
>
>
--
Philippe Wang
mail@philippewang.info
next parent reply other threads:[~2012-12-19 22:23 UTC|newest]
Thread overview: 16+ messages / expand[flat|nested] mbox.gz Atom feed top
[not found] <50d02b62.827bc20a.6f6e.65b8SMTPIN_ADDED_BROKEN@mx.google.com>
2012-12-19 22:23 ` Philippe Wang [this message]
2012-12-19 23:50 ` Jeremy Yallop
2012-12-20 15:24 ` Ashish Agarwal
[not found] <50d02b65.6c4cb40a.66ab.4256SMTPIN_ADDED_BROKEN@mx.google.com>
2012-12-18 11:21 ` Julien Blond
2012-12-18 13:13 ` Eric Jaeger
[not found] ` <50d06c18.0f5cc20a.16d8.ffff8b8cSMTPIN_ADDED_BROKEN@mx.google.com>
2012-12-19 16:45 ` Lukasz Stafiniak
[not found] <50d02b72.7155c20a.1dbf.4e2fSMTPIN_ADDED_BROKEN@mx.google.com>
2012-12-18 9:35 ` Gabriel Scherer
2012-12-18 8:37 Eric Jaeger
2012-12-21 19:55 ` Peter Frey
2012-12-22 18:10 ` Philippe Wang
[not found] ` <50D59147.3000201@ssi.gouv.fr>
2012-12-28 1:41 ` Peter Frey
2012-12-28 9:37 ` Arkady Andrukonis
2012-12-28 12:21 ` Philippe Wang
2012-12-28 12:30 ` Philippe Wang
2012-12-28 15:22 ` Didier Cassirame
2013-01-04 0:45 ` Francois Berenger
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