(* kernel version: complete, relative, global *)
(* note : fragment of complete lambda-delta serving as abstract layer *)
-type uri = Entity.uri
-type id = Entity.id
-type attrs = Entity.attrs
+module Y = Entity
+
+type uri = Y.uri
+type id = Y.id
+type attrs = Y.attrs
type bind = Abst of term list (* domains *)
| Abbr of term list (* bodies *)
| EProj of lenv * attrs * lenv (* environment, attrs, closure *)
| EBind of lenv * attrs * bind (* environment, attrs, binder *)
-type entity = term Entity.entity
+type entity = term Y.entity
(* helpers ******************************************************************)
| EBind (tl, a, _) ->
let err kk = aux f (succ i) (k + kk) tl in
let f j = f i j (k + j) in
- Entity.resolve err f id a
+ Y.resolve err f id a
| EProj _ -> assert false (* TODO *)
in
aux f 0 0 lenv
| ESort -> err i
| EBind (_, a, _) when i = 0 ->
let err () = err i in
- Entity.get_name err f j a
+ Y.get_name err f j a
| EBind (tl, _, _) ->
get_name err f (pred i) j tl
| EProj (tl, _, e) ->
let rec aux f i k = function
| ESort -> err i
| EBind (_, a, _) when i = 0 ->
- if Entity.count_names a > j then f (k + j) else err i
+ if Y.count_names a > j then f (k + j) else err i
| EBind (tl, a, _) ->
- aux f (pred i) (k + Entity.count_names a) tl
+ aux f (pred i) (k + Y.count_names a) tl
| EProj _ -> assert false (* TODO *)
in
aux f i 0 lenv
+
+let rec names_of_lenv ns = function
+ | ESort -> ns
+ | EBind (tl, a, _) -> names_of_lenv (Y.rev_append_names ns a) tl
+ | EProj (tl, _, e) -> names_of_lenv (names_of_lenv ns e) tl