Theory Collections.Record_Intf
section ‹Automation for Record Based Interfaces›
theory Record_Intf
imports Main ICF_Tools Ord_Code_Preproc
begin
text ‹The ICF uses coercions to simulate multiple inheritance of
operation records›
declare [[coercion_enabled]]
lemma icf_rec_def_rule: "⟦sel B = x; A≡B ⟧ ⟹ sel A = x " by auto
ML_val Context.mapping
ML ‹
signature RECORD_INTF = sig
val get_unf_ss: Context.generic -> simpset
val get_unf_thms: Context.generic -> thm list
val add_unf_thms: thm list -> Context.generic -> Context.generic
val add_unf_thms_global: thm list -> theory -> theory
val icf_rec_def: thm -> Context.generic -> Context.generic
val icf_rec_def_attr: attribute context_parser
val icf_locales_tac: Proof.context -> tactic
val setup: theory -> theory
end;
structure Record_Intf: RECORD_INTF = struct
open ICF_Tools;
structure Data = Generic_Data
(
type T = simpset;
val empty = HOL_basic_ss ;
val merge = Raw_Simplifier.merge_ss;
);
structure CppSS = Oc_Simpset (
val prio = 2;
val name = "Record_Intf";
);
fun get_unf_ss context = Data.get context
val get_unf_thms = Data.get #> Raw_Simplifier.dest_ss #> #simps #> map #2
fun add_unf_thms thms context = let
val ctxt = Context.proof_of context
fun add ss = simpset_of (put_simpset ss ctxt addsimps thms)
in
context
|> Data.map add
|> Context.mapping (CppSS.map add) I
end
fun add_unf_thms_global thms = Context.theory_map (add_unf_thms thms);
fun gather_conv_thms ctxt typ = let
val thy = Proof_Context.theory_of ctxt
val infos = Record.dest_recTs typ
|> map fst |> map Long_Name.qualifier |> map (Record.the_info thy);
val cs = map #select_convs infos |> flat |> map (Thm.transfer thy);
val ds = map #defs infos @ map #simps infos |> flat
|> map (Thm.transfer thy);
in (cs,ds) end
fun gather_conv_thms_dt ctxt def_thm =
def_thm |> Thm.prop_of |> Logic.dest_equals |> fst
|> fastype_of |> gather_conv_thms ctxt;
local
fun unf_thms_of def_thm context = let
val ctxt = Context.proof_of context;
val def_thm = norm_def_thm def_thm;
val (conv_thms, simp_thms) = gather_conv_thms_dt ctxt def_thm;
val ss = put_simpset (get_unf_ss context) ctxt addsimps simp_thms
val unf_thms = conv_thms
|> map (
chead_of_thm
#> inst_meta_cong ctxt
#> (fn thm => thm OF [def_thm])
#> simplify ss
)
|> filter (not o Thm.is_reflexive);
in unf_thms end;
in
fun icf_rec_def def_thm context =
let
val unf_thms = unf_thms_of def_thm context;
val eqn_heads = the_list (try (fst o dest_Const o fst o strip_comb o fst o Logic.dest_equals
o Thm.plain_prop_of o Local_Defs.meta_rewrite_rule (Context.proof_of context)) def_thm)
in
context
|> add_unf_thms unf_thms
|> not (null eqn_heads) ? Context.mapping (fold Code.declare_aborting_global eqn_heads) I
end;
end
val icf_rec_def_attr : attribute context_parser =
Scan.succeed (Thm.declaration_attribute icf_rec_def);
fun icf_locales_tac ctxt = let
val ss = put_simpset (get_unf_ss (Context.Proof ctxt)) ctxt
val wits = Locale.get_witnesses ctxt
val thms = map (simplify ss) wits;
in ALLGOALS (TRY o (simp_tac ss THEN' resolve_tac ctxt thms)) end
fun setup_simprocs thy = let
val ctxt = Proof_Context.init_global thy
val ss = put_simpset HOL_basic_ss ctxt
addsimprocs [Record.simproc, Record.upd_simproc]
|> simpset_of
in
Data.map (K ss) (Context.Theory thy) |> Context.the_theory
end
val setup = Global_Theory.add_thms_dynamic
(@{binding icf_rec_unf}, get_unf_thms)
#> CppSS.setup
#> setup_simprocs;
end;
›
setup ‹Record_Intf.setup›
text ‹
Sets up unfolding for an operation record definition.
New operation record definitions should be declared as
‹[icf_rec_def]›.
›
attribute_setup icf_rec_def = ‹Record_Intf.icf_rec_def_attr›
"ICF: Setup unfolding for record definition"
method_setup icf_locales = ‹
Scan.succeed (fn ctxt => SIMPLE_METHOD (Record_Intf.icf_locales_tac ctxt))
› "ICF: Normalize records and discharge locale subgoals"
end