type complicated =
IVal of int
| StrVa, of string
| SymTableVal of symTable
and
symTable = Map(string -> complicated)
I tried many variations on using the Map module to implement a recursive data structure like this. I failed miserably. (The above wasn't the syntax I ever used, but it gets the idea across.)
However, when I create an object
class [ 'key, 'content ] table : ('key -> 'key -> int) ->
object
,,,
end
I can successfully declare
type complicated =
IVal of int
| StrVal of string
| SymTableVal of (string, complicated) table
that does what I want. Ithis isn't the whole declaration of complicated, but I believe once I get this declaration working, the more quirky variations work too.
Do I need one of the more advanced features of OCaml that I don't currently understand to use Map the way that I want without writing a whole table class? I don't even see how I can use Map from inside the table class to do what I want which would also be acceptable.
I don't want to have to break open the Map module to modify it and thus change the licensing of my final program.
Thanks
Bill
You need recursive modules, something like this:
# module rec StringMap : Map.S = Map.Make(String)
and Symbols : sig
type t =
| IVal of int
| StrVal of string
| SymTableVal of t StringMap.t
end = struct
type t =
| IVal of int
| StrVal of string
| SymTableVal of t StringMap.t
end;;
module rec StringMap : Map.S
and Symbols :
sig
type t = IVal of int | StrVal of string | SymTableVal of t StringMap.t
end
HTH.
--
Dr Jon D Harrop, Flying Frog Consultancy Ltd.
Objective CAML for Scientists
http://www.ffconsultancy.com/products/ocaml_for_scientists
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type complicated = Val of int | StrVal of string | SymTableVal of symTable
and symTable = (string, complicated) Hashtbl.t
Jonathan