(***********************************************************************) (* *) (* OCaml *) (* *) (* Xavier Leroy, projet Cristal, INRIA Rocquencourt *) (* *) (* Copyright 1996 Institut National de Recherche en Informatique et *) (* en Automatique. All rights reserved. This file is distributed *) (* under the terms of the Q Public License version 1.0. *) (* *) (***********************************************************************) (* $Id$ *) (* Compute constructor and label descriptions from type declarations, determining their representation. *) open Misc open Asttypes open Types open Btype (* Simplified version of Ctype.free_vars *) let rec free_vars ty = let ret = ref TypeSet.empty in let rec loop ty = let ty = repr ty in if ty.level >= lowest_level then begin ty.level <- pivot_level - ty.level; match ty.desc with | Tvar _ -> ret := TypeSet.add ty !ret | Tvariant row -> let row = row_repr row in iter_row loop row; if not (static_row row) then loop row.row_more | _ -> iter_type_expr loop ty end in loop ty; unmark_type ty; !ret let constructor_descrs ty_res cstrs priv = let num_consts = ref 0 and num_nonconsts = ref 0 and num_normal = ref 0 in List.iter (fun (name, args, ret) -> if args = [] then incr num_consts else incr num_nonconsts; if ret = None then incr num_normal) cstrs; let rec describe_constructors idx_const idx_nonconst = function [] -> [] | (name, ty_args, ty_res_opt) :: rem -> let ty_res = match ty_res_opt with | Some ty_res' -> ty_res' | None -> ty_res in let (tag, descr_rem) = match ty_args with [] -> (Cstr_constant idx_const, describe_constructors (idx_const+1) idx_nonconst rem) | _ -> (Cstr_block idx_nonconst, describe_constructors idx_const (idx_nonconst+1) rem) in let existentials = match ty_res_opt with | None -> [] | Some type_ret -> let res_vars = free_vars type_ret in let arg_vars = free_vars (newgenty (Ttuple ty_args)) in TypeSet.elements (TypeSet.diff arg_vars res_vars) in let cstr = { cstr_res = ty_res; cstr_existentials = existentials; cstr_args = ty_args; cstr_arity = List.length ty_args; cstr_tag = tag; cstr_consts = !num_consts; cstr_nonconsts = !num_nonconsts; cstr_normal = !num_normal; cstr_private = priv; cstr_generalized = ty_res_opt <> None } in (name, cstr) :: descr_rem in describe_constructors 0 0 cstrs let exception_descr path_exc decl = { cstr_res = Predef.type_exn; cstr_existentials = []; cstr_args = decl; cstr_arity = List.length decl; cstr_tag = Cstr_exception path_exc; cstr_consts = -1; cstr_nonconsts = -1; cstr_private = Public; cstr_normal = -1; cstr_generalized = false } let none = {desc = Ttuple []; level = -1; id = -1} (* Clearly ill-formed type *) let dummy_label = { lbl_name = ""; lbl_res = none; lbl_arg = none; lbl_mut = Immutable; lbl_pos = (-1); lbl_all = [||]; lbl_repres = Record_regular; lbl_private = Public } let label_descrs ty_res lbls repres priv = let all_labels = Array.create (List.length lbls) dummy_label in let rec describe_labels num = function [] -> [] | (name, mut_flag, ty_arg) :: rest -> let lbl = { lbl_name = name; lbl_res = ty_res; lbl_arg = ty_arg; lbl_mut = mut_flag; lbl_pos = num; lbl_all = all_labels; lbl_repres = repres; lbl_private = priv } in all_labels.(num) <- lbl; (name, lbl) :: describe_labels (num+1) rest in describe_labels 0 lbls exception Constr_not_found let rec find_constr tag num_const num_nonconst = function [] -> raise Constr_not_found | (name, ([] as cstr),(_ as ret_type_opt)) :: rem -> if tag = Cstr_constant num_const then (name,cstr,ret_type_opt) else find_constr tag (num_const + 1) num_nonconst rem | (name, (_ as cstr),(_ as ret_type_opt)) :: rem -> if tag = Cstr_block num_nonconst then (name,cstr,ret_type_opt) else find_constr tag num_const (num_nonconst + 1) rem let find_constr_by_tag tag cstrlist = find_constr tag 0 0 cstrlist