Nominal/Test.thy
author Christian Urban <urbanc@in.tum.de>
Thu, 25 Feb 2010 08:40:52 +0100
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theory Test
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imports "Parser"
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begin
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text {* example 1 *}
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nominal_datatype lam =
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  VAR "name"
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| APP "lam" "lam"
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| LET bp::"bp" t::"lam"   bind "bi bp" in t ("Let _ in _" [100,100] 100)
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and bp = 
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  BP "name" "lam"  ("_ ::= _" [100,100] 100)
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  bi::"bp \<Rightarrow> name set"
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where
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  "bi (BP x t) = {x}"
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typ lam_raw
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term VAR_raw
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term Test.BP_raw
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thm bi_raw.simps
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print_theorems
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text {* example 2 *}
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nominal_datatype trm =
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  Var "name"
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| App "trm" "trm"
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| Lam x::"name" t::"trm"        bind x in t 
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| Let p::"pat" "trm" t::"trm"   bind "f p" in t
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and pat =
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  PN
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| PS "name"
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| PD "name" "name"
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  f::"pat \<Rightarrow> name set"
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where 
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  "f PN = {}"
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| "f (PS x) = {x}"
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| "f (PD x y) = {x,y}"
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thm f_raw.simps
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nominal_datatype trm0 =
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  Var0 "name"
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| App0 "trm0" "trm0"
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| Lam0 x::"name" t::"trm0"          bind x in t 
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| Let0 p::"pat0" "trm0" t::"trm0"   bind "f0 p" in t
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and pat0 =
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  PN0
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| PS0 "name"
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| PD0 "pat0" "pat0"
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binder
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  f0::"pat0 \<Rightarrow> name set"
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where 
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  "f0 PN0 = {}"
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| "f0 (PS0 x) = {x}"
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| "f0 (PD0 p1 p2) = (f0 p1) \<union> (f0 p2)"
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thm f0_raw.simps
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text {* example type schemes *}
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datatype ty = 
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  Var "name" 
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| Fun "ty" "ty"
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nominal_datatype tyS = 
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  All xs::"name list" ty::"ty" bind xs in ty
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(* example 1 from Terms.thy *)
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nominal_datatype trm1 =
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  Vr1 "name"
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| Ap1 "trm1" "trm1"
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| Lm1 x::"name" t::"trm1"      bind x in t 
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| Lt1 p::"bp1" "trm1" t::"trm1" bind "bv1 p" in t 
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and bp1 =
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  BUnit1
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| BV1 "name"
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| BP1 "bp1" "bp1"
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  bv1
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where
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  "bv1 (BUnit1) = {}"
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| "bv1 (BV1 x) = {atom x}"
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| "bv1 (BP1 bp1 bp2) = (bv1 bp1) \<union> (bv1 bp2)"
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thm bv1_raw.simps
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(* example 2 from Terms.thy *)
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nominal_datatype trm2 =
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  Vr2 "name"
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| Ap2 "trm2" "trm2"
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| Lm2 x::"name" t::"trm2"       bind x in t
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| Lt2 r::"rassign" t::"trm2"    bind "bv2 r" in t
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and rassign = 
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  As "name" "trm2"
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  bv2
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where
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  "bv2 (As x t) = {atom x}"
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(* example 3 from Terms.thy *)
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nominal_datatype trm3 =
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  Vr3 "name"
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| Ap3 "trm3" "trm3"
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| Lm3 x::"name" t::"trm3"        bind x in t
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| Lt3 r::"rassigns3" t::"trm3"   bind "bv3 r" in t
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and rassigns3 =
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  ANil
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| ACons "name" "trm3" "rassigns3"
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  bv3
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where
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  "bv3 ANil = {}"
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| "bv3 (ACons x t as) = {atom x} \<union> (bv3 as)"
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(* example 4 from Terms.thy *)
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nominal_datatype trm4 =
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  Vr4 "name"
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| Ap4 "trm4" "trm4 list"
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| Lm4 x::"name" t::"trm4"  bind x in t
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(* example 5 from Terms.thy *)
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nominal_datatype trm5 =
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  Vr5 "name"
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| Ap5 "trm5" "trm5"
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| Lt5 l::"lts" t::"trm5"  bind "bv5 l" in t
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and lts =
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  Lnil
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| Lcons "name" "trm5" "lts"
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binder
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  bv5
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where
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  "bv5 Lnil = {}"
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| "bv5 (Lcons n t ltl) = {atom n} \<union> (bv5 ltl)"
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(* example 6 from Terms.thy *)
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nominal_datatype trm6 =
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  Vr6 "name"
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| Lm6 x::"name" t::"trm6"         bind x in t
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| Lt6 left::"trm6" right::"trm6"  bind "bv6 left" in right
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binder
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  bv6
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where
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  "bv6 (Vr6 n) = {}"
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| "bv6 (Lm6 n t) = {atom n} \<union> bv6 t"
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| "bv6 (Lt6 l r) = bv6 l \<union> bv6 r"
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(* example 7 from Terms.thy *)
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nominal_datatype trm7 =
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  Vr7 "name"
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| Lm7 l::"name" r::"trm7"   bind l in r
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| Lt7 l::"trm7" r::"trm7"   bind "bv7 l" in r
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binder 
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  bv7 
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where
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  "bv7 (Vr7 n) = {atom n}"
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| "bv7 (Lm7 n t) = bv7 t - {atom n}"
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| "bv7 (Lt7 l r) = bv7 l \<union> bv7 r"
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(* example 8 from Terms.thy *)
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nominal_datatype foo8 =
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  Foo0 "name"
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| Foo1 b::"bar8" f::"foo8" bind "bv8 b" in foo
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and bar8 =
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  Bar0 "name"
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| Bar1 "name" s::"name" b::"bar8" bind s in b
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binder 
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  bv8
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where
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  "bv8 (Bar0 x) = {}"
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| "bv8 (Bar1 v x b) = {atom v}"
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(* example 9 from Terms.thy *)
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nominal_datatype lam9 =
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  Var9 "name"
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| Lam9 n::"name" l::"lam9" bind n in l
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and bla9 =
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  Bla9 f::"lam9" s::"lam9" bind "bv9 f" in s
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binder
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  bv9
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where
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  "bv9 (Var9 x) = {}"
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| "bv9 (Lam9 x b) = {atom x}"
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c009d2535896 very rough example file for how nominal2 specification can be parsed
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961
0f88e04eb486 Variable takes a 'name'.
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end
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c179ad9d2446 declarartion of the raw datatype already works; raw binding functions throw an exception about mutual recursive types
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