X-Git-Url: http://matita.cs.unibo.it/gitweb/?a=blobdiff_plain;f=helm%2Fsoftware%2Flambda-delta%2Fbasic_ag%2FbagType.ml;h=bb4ee83d47e6e660300c126824ee052b0be8c3d2;hb=689118326fbe47231865b26c66ae89144459be6a;hp=52c485ae740426c3a178d03efd4438593905390a;hpb=426005acf6fb05116de5bae20591eefe55a4df00;p=helm.git

diff --git a/helm/software/lambda-delta/basic_ag/bagType.ml b/helm/software/lambda-delta/basic_ag/bagType.ml
index 52c485ae7..bb4ee83d4 100644
--- a/helm/software/lambda-delta/basic_ag/bagType.ml
+++ b/helm/software/lambda-delta/basic_ag/bagType.ml
@@ -10,10 +10,11 @@
       V_______________________________________________________________ *)
 
 module U = NUri
+module C = Cps
 module S = Share
 module L = Log
+module Y = Entity
 module H = Hierarchy
-module I = AutItem
 module B = Bag
 module O = BagOutput
 module E = BagEnvironment
@@ -25,11 +26,19 @@ exception TypeError of B.message
 
 let level = 4
 
-let error1 s c t =
-   raise (TypeError (L.ct_items1 s c t))
+let log1 s c t =
+   let sc, st = s ^ " in the envireonment", "the term" in
+   L.log O.specs level (L.et_items1 sc c st t)
 
-let error2 s1 c1 t1 s2 c2 t2 =
-   raise (TypeError (L.ct_items2 s1 c1 t1 s2 c2 t2))
+let error1 st c t =
+   let sc = "In the envireonment" in
+   raise (TypeError (L.et_items1 sc c st t))
+
+let error3 c t1 t2 t3 =
+   let sc, st1, st2, st3 = 
+      "In the envireonment", "the term", "is of type", "but must be of type"
+   in
+   raise (TypeError (L.et_items3 sc c st1 t1 st2 t2 st3 t3))
 
 let mk_gref u l =
    let map t v = B.Appl (v, t) in
@@ -37,11 +46,12 @@ let mk_gref u l =
 
 (* Interface functions ******************************************************)
 
-let rec b_type_of f g c x = 
-   L.log O.specs level (L.ct_items1 "Now checking" c x);
+let rec b_type_of f st c x = 
+(*   L.warn "Entering T.b_type_of"; *)
+   log1 "Now checking" c x;
    match x with
    | B.Sort h                    ->
-      let f h = f x (B.Sort h) in H.apply f g h
+      let h = H.apply h in f x (B.Sort h) 
    | B.LRef i                    ->
       let f = function
          | Some (_, B.Abst w)               -> f x w
@@ -55,67 +65,63 @@ let rec b_type_of f g c x =
       B.get f c i
    | B.GRef uri                  ->
       let f = function
-         | _, _, B.Abst w               -> f x w
-	 | _, _, B.Abbr (B.Cast (w, v)) -> f x w
-	 | _, _, B.Abbr _               -> assert false
-	 | _, _, B.Void                 ->
-	    error1 "reference to excluded object" c x
+         | _, _, Y.Abst w               -> f x w
+	 | _, _, Y.Abbr (B.Cast (w, v)) -> f x w
+	 | _, _, Y.Abbr _               -> assert false
+	 | _, _, Y.Void                 -> assert false
       in
-      E.get_obj f uri   
+      E.get_entity f uri   
    | B.Bind (l, id, B.Abbr v, t) ->
       let f xv xt tt =
          f (S.sh2 v xv t xt x (B.bind_abbr l id)) (B.bind_abbr l id xv tt)
       in
-      let f xv cc = b_type_of (f xv) g cc t in
-      let f xv = B.push (f xv) c l id (B.Abbr xv) in
+      let f xv cc = b_type_of (f xv) st cc t in
+      let f xv = B.push "type abbr" (f xv) c l id (B.Abbr xv) in
       let f xv vv = match xv with 
 	 | B.Cast _ -> f xv
          | _        -> f (B.Cast (vv, xv))
       in
-      type_of f g c v
+      type_of f st c v
    | B.Bind (l, id, B.Abst u, t) ->
       let f xu xt tt =
 	 f (S.sh2 u xu t xt x (B.bind_abst l id)) (B.bind_abst l id xu tt)
       in
-      let f xu cc = b_type_of (f xu) g cc t in
-      let f xu _ = B.push (f xu) c l id (B.Abst xu) in
-      type_of f g c u
+      let f xu cc = b_type_of (f xu) st cc t in
+      let f xu _ = B.push "type abst" (f xu) c l id (B.Abst xu) in
+      type_of f st c u
    | B.Bind (l, id, B.Void, t)   ->
       let f xt tt = 
          f (S.sh1 t xt x (B.bind l id B.Void)) (B.bind l id B.Void tt)
       in
-      let f cc = b_type_of f g cc t in
-      B.push f c l id B.Void   
+      let f cc = b_type_of f st cc t in
+      B.push "type void" f c l id B.Void   
    | B.Appl (v, t)            ->
-      let h xv vv xt tt cc = function
-         | R.Sort _ -> error1 "not a function" c xt
-	 | R.Abst w -> 
+      let f xv vv xt tt = function
+	 | R.Abst w                             -> 
             L.box (succ level);
-	    L.log O.specs (succ level) (L.ct_items1 "Just scanned" cc w);
+	    L.log O.specs (succ level) (L.t_items1 "Just scanned" c w);
 	    L.unbox (succ level);
-	    let f b =
-	       if b then f (S.sh2 v xv t xt x B.appl) (B.appl xv tt) else
-	       error2 "the term" cc xv "must be of type" cc w
+	    let f a =                
+(*	       L.warn (Printf.sprintf "Convertible: %b" a); *)
+	       if a then f (S.sh2 v xv t xt x B.appl) (B.appl xv tt)
+	       else error3 c xv vv w
 	    in
-	    R.are_convertible f cc w vv	    
-      in
-      let f xv vv xt = function
-(* inserting a missing "modus ponens" *)      
-         | B.Appl (y2, B.Appl (y1, B.GRef u)) when U.eq u I.imp ->
-            b_type_of f g c (mk_gref I.mp [y1; y2; xv; xt])
-         | tt -> R.ho_whd (h xv vv xt tt) c tt
+	    R.are_convertible f ~si:st.Y.si c w vv
+	 | _                                    -> 
+	    error1 "not a function" c xt
       in
-      let f xv vv = b_type_of (f xv vv) g c t in
-      type_of f g c v
+      let f xv vv xt tt = R.ho_whd (f xv vv xt tt) c tt in
+      let f xv vv = b_type_of (f xv vv) st c t in
+      type_of f st c v
    | B.Cast (u, t)            ->
-      let f xu xt b = 
-         if b then f (S.sh2 u xu t xt x B.cast) xu else
-	 error2 "the term" c xt "must be of type" c xu
+      let f xu xt tt a =  
+         (* L.warn (Printf.sprintf "Convertible: %b" a); *)
+	 if a then f (S.sh2 u xu t xt x B.cast) xu else error3 c xt tt xu
       in
-      let f xu xt tt = R.are_convertible (f xu xt) c xu tt in
-      let f xu _ = b_type_of (f xu) g c t in
-      type_of f g c u
+      let f xu xt tt = R.are_convertible (f xu xt tt) ~si:st.Y.si c xu tt in
+      let f xu _ = b_type_of (f xu) st c t in
+      type_of f st c u
 
-and type_of f g c x =
+and type_of f st c x =
    let f t u = L.unbox level; f t u in
-   L.box level; b_type_of f g c x
+   L.box level; b_type_of f st c x