type uri = Entity.uri
type id = Entity.id
+type attrs = Entity.attrs
-type attr = Name of id * bool (* name, real? *)
- | Priv (* private global definition *)
-
-type attrs = attr list (* attributes *)
-
-type bind = Abst of attrs * term (* attrs, domain *)
- | Abbr of attrs * term (* attrs, body *)
- | Void of attrs (* attrs *)
+type bind = Abst of term list (* domains *)
+ | Abbr of term list (* bodies *)
+ | Void of int (* number of exclusions *)
and term = Sort of attrs * int (* attrs, hierarchy index *)
- | LRef of attrs * int (* attrs, position index *)
+ | LRef of attrs * int * int (* attrs, position indexes *)
| GRef of attrs * uri (* attrs, reference *)
| Cast of attrs * term * term (* attrs, domain, element *)
| Appl of attrs * term list * term (* attrs, arguments, function *)
- | Bind of lenv * term (* closure, scope *)
-
-and lenv = bind list (* local environment *)
+ | Proj of attrs * lenv * term (* attrs, closure, member *)
+ | Bind of attrs * bind * term (* attrs, binder, scope *)
-type entry = bind Entity.entry (* age, uri, binder *)
+and lenv = Null
+ | Cons of lenv * attrs * bind (* closure, attrs, binder *)
-type entity = bind Entity.entity
+type entity = term Entity.entity
(* helpers ******************************************************************)
let str = String.concat "/" ["ld:"; "drg"; root; s ^ ".ld"] in
f str
-let rec name_of err f = function
- | Name (n, r) :: _ -> f n r
- | _ :: tl -> name_of err f tl
- | [] -> err ()
+let empty_lenv = Null
-let name_of_binder err f = function
- | Abst (a, _) -> name_of err f a
- | Abbr (a, _) -> name_of err f a
- | Void a -> name_of err f a
+let push f lenv a b = f (Cons (lenv, a, b))
let resolve_lref err f id lenv =
- let rec aux f i = function
- | [] -> err ()
- | b :: tl ->
- let err () = aux f (succ i) tl in
- let f name _ = if name = id then f i else err () in
- name_of_binder err f b
+ let rec aux f i k = function
+ | Null -> err ()
+ | Cons (tl, a, _) ->
+ let err kk = aux f (succ i) (k + kk) tl in
+ let f j = f i j k in
+ Entity.resolve err f id a
in
- aux f 0 lenv
+ aux f 0 0 lenv