X-Git-Url: http://matita.cs.unibo.it/gitweb/?p=helm.git;a=blobdiff_plain;f=matita%2Fmatita%2Fcontribs%2Flambdadelta%2Fstatic_2%2Fstatic%2Frex_fsle.ma;h=8e1fbedef5d969f9c58dbb1082a8c6824c39ba07;hp=e3914f23a90f243dd61350a1d8b6de9c4cebe4d2;hb=98e786e1a6bd7b621e37ba7cd4098d4a0a6f8278;hpb=5d9f7ae4bad2b5926f615141c12942b9a8eb23fb

diff --git a/matita/matita/contribs/lambdadelta/static_2/static/rex_fsle.ma b/matita/matita/contribs/lambdadelta/static_2/static/rex_fsle.ma
index e3914f23a..8e1fbedef 100644
--- a/matita/matita/contribs/lambdadelta/static_2/static/rex_fsle.ma
+++ b/matita/matita/contribs/lambdadelta/static_2/static/rex_fsle.ma
@@ -83,8 +83,8 @@ lemma rex_pair_sn_split (R1) (R2):
   elim (frees_inv_flat … Hg) #y1 #y2 #H #_ #Hy
 ]
 lapply(frees_mono … H … Hf) -H #H1
-lapply (sor_eq_repl_back1 … Hy … H1) -y1 #Hy
-lapply (sor_inv_sle_sn … Hy) -y2 #Hfg
+lapply (pr_sor_eq_repl_back_sn … Hy … H1) -y1 #Hy
+lapply (pr_sor_inv_sle_sn … Hy) -y2 #Hfg
 elim (sex_sle_split_sn (cext2 R1) (cext2 R2) … HL12 … Hfg) -HL12 /2 width=1 by ext2_refl/ #L #HL1 #HL2
 lapply (sle_sex_trans … HL1 … Hfg) // #H
 elim (frees_sex_conf_fsge … Hf … H) -Hf -H
@@ -100,8 +100,8 @@ lemma rex_flat_dx_split (R1) (R2):
 elim (frees_total L1 (ⓕ[I]V.T)) #g #Hg
 elim (frees_inv_flat … Hg) #y1 #y2 #_ #H #Hy
 lapply(frees_mono … H … Hf) -H #H2
-lapply (sor_eq_repl_back2 … Hy … H2) -y2 #Hy
-lapply (sor_inv_sle_dx … Hy) -y1 #Hfg
+lapply (pr_sor_eq_repl_back_dx … Hy … H2) -y2 #Hy
+lapply (pr_sor_inv_sle_dx … Hy) -y1 #Hfg
 elim (sex_sle_split_sn (cext2 R1) (cext2 R2) … HL12 … Hfg) -HL12 /2 width=1 by ext2_refl/ #L #HL1 #HL2
 lapply (sle_sex_trans … HL1 … Hfg) // #H
 elim (frees_sex_conf_fsge … Hf … H) -Hf -H
@@ -117,10 +117,10 @@ lemma rex_bind_dx_split (R1) (R2):
 elim (frees_total L1 (ⓑ[p,I]V1.T)) #g #Hg
 elim (frees_inv_bind … Hg) #y1 #y2 #_ #H #Hy
 lapply(frees_mono … H … Hf) -H #H2
-lapply (tl_eq_repl … H2) -H2 #H2
-lapply (sor_eq_repl_back2 … Hy … H2) -y2 #Hy
-lapply (sor_inv_sle_dx … Hy) -y1 #Hfg
-lapply (sle_inv_tl_sn … Hfg) -Hfg #Hfg
+lapply (pr_tl_eq_repl … H2) -H2 #H2
+lapply (pr_sor_eq_repl_back_dx … Hy … H2) -y2 #Hy
+lapply (pr_sor_inv_sle_dx … Hy) -y1 #Hfg
+lapply (pr_sle_inv_tl_sn … Hfg) -Hfg #Hfg
 elim (sex_sle_split_sn (cext2 R1) (cext2 R2) … HL12 … Hfg) -HL12 /2 width=1 by ext2_refl/ #Y #H #HL2
 lapply (sle_sex_trans … H … Hfg) // #H0
 elim (sex_inv_next1 … H) -H #Z #L #HL1 #H
@@ -138,10 +138,10 @@ lemma rex_bind_dx_split_void (R1) (R2):
 elim (frees_total L1 (ⓑ[p,I]V.T)) #g #Hg
 elim (frees_inv_bind_void … Hg) #y1 #y2 #_ #H #Hy
 lapply(frees_mono … H … Hf) -H #H2
-lapply (tl_eq_repl … H2) -H2 #H2
-lapply (sor_eq_repl_back2 … Hy … H2) -y2 #Hy
-lapply (sor_inv_sle_dx … Hy) -y1 #Hfg
-lapply (sle_inv_tl_sn … Hfg) -Hfg #Hfg
+lapply (pr_tl_eq_repl … H2) -H2 #H2
+lapply (pr_sor_eq_repl_back_dx … Hy … H2) -y2 #Hy
+lapply (pr_sor_inv_sle_dx … Hy) -y1 #Hfg
+lapply (pr_sle_inv_tl_sn … Hfg) -Hfg #Hfg
 elim (sex_sle_split_sn (cext2 R1) (cext2 R2) … HL12 … Hfg) -HL12 /2 width=1 by ext2_refl/ #Y #H #HL2
 lapply (sle_sex_trans … H … Hfg) // #H0
 elim (sex_inv_next1 … H) -H #Z #L #HL1 #H