(* Title: Pure/Isar/instance.ML
ID: $Id$
Author: Florian Haftmann, TU Muenchen
A primitive instance command, based on instantiation target.
*)
signature INSTANCE =
sig
val instantiate: arity list -> (local_theory -> local_theory)
-> (Proof.context -> tactic) -> theory -> theory
val instance: arity list -> ((bstring * Attrib.src list) * term) list
-> theory -> Proof.state
val prove_instance: tactic -> arity list -> ((bstring * Attrib.src list) * term) list
-> theory -> thm list * theory
val instantiation_cmd: (xstring * sort * xstring) list
-> theory -> local_theory
val instance_cmd: (xstring * sort * xstring) list -> ((bstring * Attrib.src list) * xstring) list
-> theory -> Proof.state
end;
structure Instance : INSTANCE =
struct
fun instantiation_cmd raw_arities thy =
TheoryTarget.instantiation (map (Sign.read_arity thy) raw_arities) thy;
fun instantiate arities f tac =
TheoryTarget.instantiation arities
#> f
#> Class.prove_instantiation_instance tac
#> LocalTheory.exit
#> ProofContext.theory_of;
fun gen_instance prep_arity prep_attr parse_term do_proof do_proof' raw_arities defs thy =
let
val arities = map (prep_arity thy) raw_arities;
fun export_defs ctxt =
let
val ctxt_thy = ProofContext.init (ProofContext.theory_of ctxt);
in
map (snd o snd)
#> map (Assumption.export false ctxt ctxt_thy)
#> Variable.export ctxt ctxt_thy
end;
fun mk_def ctxt ((name, raw_attr), raw_t) =
let
val attr = map (prep_attr thy) raw_attr;
val t = parse_term ctxt raw_t;
in (NONE, ((name, attr), t)) end;
fun define def ctxt =
let
val def' = (apsnd o apsnd) (Syntax.check_prop ctxt) def;
in Specification.definition def' ctxt end;
in if not (null defs) orelse forall (fn (_, _, sort) =>
forall (Class.is_class thy) sort) arities
then
thy
|> TheoryTarget.instantiation arities
|> `(fn ctxt => map (mk_def ctxt) defs)
|-> (fn defs => fold_map Specification.definition defs)
|-> (fn defs => `(fn ctxt => export_defs ctxt defs))
||> LocalTheory.exit
||> ProofContext.theory_of
||> TheoryTarget.instantiation arities
|-> (fn defs => do_proof defs)
else
thy
|> do_proof' arities
end;
val instance = gen_instance Sign.cert_arity (K I) (K I)
(fn _ => Class.instantiation_instance Class.conclude_instantiation) (Class.instance_arity I);
val instance_cmd = gen_instance Sign.read_arity Attrib.intern_src Syntax.parse_prop
(fn _ => Class.instantiation_instance Class.conclude_instantiation) (Class.instance_arity I);
fun prove_instance tac arities defs = gen_instance Sign.cert_arity (K I) (K I)
(fn defs => Class.prove_instantiation_instance (K tac)
#> Class.conclude_instantiation #> ProofContext.theory_of #> pair defs)
(pair [] o ProofContext.theory_of o Proof.global_terminal_proof
(Method.Basic (K (Method.SIMPLE_METHOD tac), Position.none), NONE)
oo Class.instance_arity I) arities defs;
end;