]> matita.cs.unibo.it Git - helm.git/blobdiff - matita/matita/contribs/lambdadelta/delayed_updating/reduction/dfr_ifr.ma
update in delayed_updating
[helm.git] / matita / matita / contribs / lambdadelta / delayed_updating / reduction / dfr_ifr.ma
index e54dd267877972e510e4b7d12516e0506efe9654..2b15d3d5279b109c66127c7747230d3e39d58e3b 100644 (file)
@@ -41,13 +41,12 @@ theorem dfr_des_ifr (f) (p) (q) (t1) (t2): t1 Ļµ š“ ā†’
 @(ex_intro ā€¦ (ā†‘ā™­q)) @and3_intro
 [ -H0t1 -Ht1 -Ht2
   >structure_L_sn >structure_reverse
-  >H1n >path_head_structure_depth <H1n -H1n //
+  >H1n in āŠ¢ (??%?); >path_head_structure_depth <H1n -H1n //
 | lapply (in_comp_unwind2_path_term f ā€¦ Ht1) -Ht2 -Ht1 -H0t1
-  <unwind2_path_d_dx
-  >list_append_rcons_sn in H1n; <reverse_append #H1n
-  lapply (unwind2_rmap_append_pap_closed f ā€¦ H1n)
+  <unwind2_path_d_dx >(list_append_rcons_sn ā€¦ p) <reverse_append
+  lapply (unwind2_rmap_append_pap_closed f ā€¦ (pā—–š—”)į“æ ā€¦ H1n) -H1n
   <reverse_lcons <depth_L_dx #H2n
-  lapply (eq_inv_ninj_bi ā€¦ H2n) -H2n #H2n <H2n -H2n -H1n #Ht1 //
+  lapply (eq_inv_ninj_bi ā€¦ H2n) -H2n #H2n <H2n -H2n #Ht1 //
 | lapply (unwind2_term_eq_repl_dx f ā€¦ Ht2) -Ht2 #Ht2
   @(subset_eq_trans ā€¦ Ht2) -t2
   @(subset_eq_trans ā€¦ (unwind2_term_fsubst ā€¦))
@@ -58,12 +57,12 @@ theorem dfr_des_ifr (f) (p) (q) (t1) (t2): t1 Ļµ š“ ā†’
     @(subset_eq_trans ā€¦ (lift_unwind2_term_after ā€¦))
     @unwind2_term_eq_repl_sn
 (* Note: crux of the proof begins *)
-    >list_append_rcons_sn in H1n; <reverse_append #H1n
+    >list_append_rcons_sn <reverse_append
     @(stream_eq_trans ā€¦ (tr_compose_uni_dx ā€¦))
     @tr_compose_eq_repl
     [ <unwind2_rmap_append_pap_closed //
     | >unwind2_rmap_A_sn <reverse_rcons
-      /2 width=1 by tls_unwind2_rmap_append_closed/
+      /2 width=1 by tls_unwind2_rmap_closed/
     ]
 (* Note: crux of the proof ends *)
   | //