diff -r 11f6a561eb4b -r 7eb352826b42 Nominal/Manual/Term2.thy
--- a/Nominal/Manual/Term2.thy	Sat Dec 17 17:08:47 2011 +0000
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,81 +0,0 @@
-theory Term2
-imports "Nominal2_Atoms" "Nominal2_Eqvt" "Nominal2_Supp" "Abs" "Perm" "Fv" "Rsp" "../Attic/Prove"
-begin
-
-atom_decl name
-
-section {*** lets with single assignments ***}
-
-datatype rtrm2 =
-  rVr2 "name"
-| rAp2 "rtrm2" "rtrm2"
-| rLm2 "name" "rtrm2" --"bind (name) in (rtrm2)"
-| rLt2 "rassign" "rtrm2" --"bind (bv2 rassign) in (rtrm2)"
-and rassign =
-  rAs "name" "rtrm2"
-
-(* to be given by the user *)
-primrec
-  rbv2
-where
-  "rbv2 (rAs x t) = {atom x}"
-
-setup {* snd o define_raw_perms (Datatype.the_info @{theory} "Term2.rtrm2") 2 *}
-
-local_setup {* snd o define_fv_alpha (Datatype.the_info @{theory} "Term2.rtrm2")
-  [[[],
-    [],
-    [(NONE, 0, 1)],
-    [(SOME @{term rbv2}, 0, 1)]],
-   [[]]] *}
-
-notation
-  alpha_rtrm2 ("_ \<approx>2 _" [100, 100] 100) and
-  alpha_rassign ("_ \<approx>2b _" [100, 100] 100)
-thm alpha_rtrm2_alpha_rassign.intros
-
-local_setup {* (fn ctxt => snd (Local_Theory.note ((@{binding alpha2_inj}, []), (build_alpha_inj @{thms alpha_rtrm2_alpha_rassign.intros} @{thms rtrm2.distinct rtrm2.inject rassign.distinct rassign.inject} @{thms alpha_rtrm2.cases alpha_rassign.cases} ctxt)) ctxt)) *}
-thm alpha2_inj
-
-lemma alpha2_eqvt:
-  "t \<approx>2 s \<Longrightarrow> (pi \<bullet> t) \<approx>2 (pi \<bullet> s)"
-  "a \<approx>2b b \<Longrightarrow> (pi \<bullet> a) \<approx>2b (pi \<bullet> b)"
-sorry
-
-local_setup {* (fn ctxt => snd (Local_Theory.note ((@{binding alpha2_equivp}, []),
-  (build_equivps [@{term alpha_rtrm2}, @{term alpha_rassign}] @{thm rtrm2_rassign.induct} @{thm alpha_rtrm2_alpha_rassign.induct} @{thms rtrm2.inject rassign.inject} @{thms alpha2_inj} @{thms rtrm2.distinct rassign.distinct} @{thms alpha_rtrm2.cases alpha_rassign.cases} @{thms alpha2_eqvt} ctxt)) ctxt)) *}
-thm alpha2_equivp
-
-local_setup  {* define_quotient_type 
-  [(([], @{binding trm2}, NoSyn), (@{typ rtrm2}, @{term alpha_rtrm2})),
-   (([], @{binding assign}, NoSyn), (@{typ rassign}, @{term alpha_rassign}))]
-  ((rtac @{thm alpha2_equivp(1)} 1) THEN (rtac @{thm alpha2_equivp(2)}) 1) *}
-
-local_setup {*
-(fn ctxt => ctxt
- |> snd o (Quotient_Def.quotient_lift_const ("Vr2", @{term rVr2}))
- |> snd o (Quotient_Def.quotient_lift_const ("Ap2", @{term rAp2}))
- |> snd o (Quotient_Def.quotient_lift_const ("Lm2", @{term rLm2}))
- |> snd o (Quotient_Def.quotient_lift_const ("Lt2", @{term rLt2}))
- |> snd o (Quotient_Def.quotient_lift_const ("As", @{term rAs}))
- |> snd o (Quotient_Def.quotient_lift_const ("fv_trm2", @{term fv_rtrm2}))
- |> snd o (Quotient_Def.quotient_lift_const ("bv2", @{term rbv2})))
-*}
-print_theorems
-
-local_setup {* snd o prove_const_rsp @{binding fv_rtrm2_rsp} [@{term fv_rtrm2}, @{term fv_rassign}]
-  (fn _ => fvbv_rsp_tac @{thm alpha_rtrm2_alpha_rassign.induct} @{thms fv_rtrm2_fv_rassign.simps} 1) *}
-local_setup {* snd o prove_const_rsp @{binding rbv2_rsp} [@{term rbv2}]
-  (fn _ => fvbv_rsp_tac @{thm alpha_rtrm2_alpha_rassign.inducts(2)} @{thms rbv2.simps} 1) *}
-local_setup {* snd o prove_const_rsp @{binding rVr2_rsp} [@{term rVr2}]
-  (fn _ => constr_rsp_tac @{thms alpha2_inj} @{thms fv_rtrm2_rsp} @{thms alpha2_equivp} 1) *}
-local_setup {* snd o prove_const_rsp @{binding rAp2_rsp} [@{term rAp2}]
-  (fn _ => constr_rsp_tac @{thms alpha2_inj} @{thms fv_rtrm2_rsp} @{thms alpha2_equivp} 1) *}
-local_setup {* snd o prove_const_rsp @{binding rLm2_rsp} [@{term rLm2}]
-  (fn _ => constr_rsp_tac @{thms alpha2_inj} @{thms fv_rtrm2_rsp} @{thms alpha2_equivp} 1) *}
-local_setup {* snd o prove_const_rsp @{binding rLt2_rsp} [@{term rLt2}]
-  (fn _ => constr_rsp_tac @{thms alpha2_inj} @{thms fv_rtrm2_rsp rbv2_rsp} @{thms alpha2_equivp} 1) *}
-local_setup {* snd o prove_const_rsp @{binding permute_rtrm2_rsp} [@{term "permute :: perm \<Rightarrow> rtrm2 \<Rightarrow> rtrm2"}]
-  (fn _ => asm_simp_tac (HOL_ss addsimps @{thms alpha2_eqvt}) 1) *}
-
-end