(************************************************************************) (* v * The Coq Proof Assistant / The Coq Development Team *) (* constr array type individual_scheme_object_function = inductive -> constr type 'a scheme_kind = string let scheme_map = ref Indmap.empty let cache_one_scheme kind (ind,const) = let map = try Indmap.find ind !scheme_map with Not_found -> Stringmap.empty in scheme_map := Indmap.add ind (Stringmap.add kind const map) !scheme_map let cache_scheme (_,(kind,l)) = Array.iter (cache_one_scheme kind) l let subst_one_scheme subst ((mind,i),const) = (* Remark: const is a def: the result of substitution is a constant *) ((subst_ind subst mind,i),fst (subst_con subst const)) let subst_scheme (subst,(kind,l)) = (kind,Array.map (subst_one_scheme subst) l) let discharge_scheme (_,(kind,l)) = Some (kind,Array.map (fun (ind,const) -> (Lib.discharge_inductive ind,Lib.discharge_con const)) l) let (inScheme,_) = declare_object {(default_object "SCHEME") with cache_function = cache_scheme; load_function = (fun _ -> cache_scheme); subst_function = subst_scheme; classify_function = (fun obj -> Substitute obj); discharge_function = discharge_scheme} (**********************************************************************) (* Saving/restoring the table of scheme *) let freeze_schemes () = !scheme_map let unfreeze_schemes sch = scheme_map := sch let init_schemes () = scheme_map := Indmap.empty let _ = Summary.declare_summary "Schemes" { Summary.freeze_function = freeze_schemes; Summary.unfreeze_function = unfreeze_schemes; Summary.init_function = init_schemes } (**********************************************************************) (* The table of scheme building functions *) type individual type mutual type scheme_object_function = | MutualSchemeFunction of (mutual_inductive -> constr array) | IndividualSchemeFunction of (inductive -> constr) let scheme_object_table = (Hashtbl.create 17 : (string, string * scheme_object_function) Hashtbl.t) let declare_scheme_object s aux f = (try check_ident ("ind"^s) with _ -> error ("Illegal induction scheme suffix: "^s)); let key = if aux = "" then s else aux in try let _ = Hashtbl.find scheme_object_table key in (* let aux_msg = if aux="" then "" else " (with key "^aux^")" in*) error ("Scheme object "^key^" already declared.") with Not_found -> Hashtbl.add scheme_object_table key (s,f); key let declare_mutual_scheme_object s ?(aux="") f = declare_scheme_object s aux (MutualSchemeFunction f) let declare_individual_scheme_object s ?(aux="") f = declare_scheme_object s aux (IndividualSchemeFunction f) (**********************************************************************) (* Defining/retrieving schemes *) let declare_scheme kind indcl = Lib.add_anonymous_leaf (inScheme (kind,indcl)) let define internal id c = (* TODO: specify even more by distinguish between KernelVerbose and * UserVerbose *) let fd = match internal with | KernelSilent -> declare_internal_constant | _ -> declare_constant in let kn = fd id (DefinitionEntry { const_entry_body = c; const_entry_type = None; const_entry_opaque = false; const_entry_boxed = Flags.boxed_definitions() }, Decl_kinds.IsDefinition Scheme) in (match internal with | KernelSilent -> () | _-> definition_message id); kn let define_individual_scheme_base kind suff f internal idopt (mind,i as ind) = let c = f ind in let mib = Global.lookup_mind mind in let id = match idopt with | Some id -> id | None -> add_suffix mib.mind_packets.(i).mind_typename suff in let const = define internal id c in declare_scheme kind [|ind,const|]; const let define_individual_scheme kind internal names (mind,i as ind) = match Hashtbl.find scheme_object_table kind with | _,MutualSchemeFunction f -> assert false | s,IndividualSchemeFunction f -> define_individual_scheme_base kind s f internal names ind let define_mutual_scheme_base kind suff f internal names mind = let cl = f mind in let mib = Global.lookup_mind mind in let ids = Array.init (Array.length mib.mind_packets) (fun i -> try List.assoc i names with Not_found -> add_suffix mib.mind_packets.(i).mind_typename suff) in let consts = array_map2 (define internal) ids cl in declare_scheme kind (Array.mapi (fun i cst -> ((mind,i),cst)) consts); consts let define_mutual_scheme kind internal names mind = match Hashtbl.find scheme_object_table kind with | _,IndividualSchemeFunction _ -> assert false | s,MutualSchemeFunction f -> define_mutual_scheme_base kind s f internal names mind let find_scheme kind (mind,i as ind) = try Stringmap.find kind (Indmap.find ind !scheme_map) with Not_found -> match Hashtbl.find scheme_object_table kind with | s,IndividualSchemeFunction f -> define_individual_scheme_base kind s f KernelSilent None ind | s,MutualSchemeFunction f -> (define_mutual_scheme_base kind s f KernelSilent [] mind).(i) let check_scheme kind ind = try let _ = Stringmap.find kind (Indmap.find ind !scheme_map) in true with Not_found -> false