(************************************************************************) (* v * The Coq Proof Assistant / The Coq Development Team *) (* Cmap.add proj struc)) projs !projection_table let cache_structure o = load_structure 1 o let subst_structure (subst,((kn,i),id,kl,projs as obj)) = let kn' = subst_ind subst kn in let projs' = (* invariant: struc.s_PROJ is an evaluable reference. Thus we can take *) (* the first component of subst_con. *) List.smartmap (Option.smartmap (fun kn -> fst (subst_con subst kn))) projs in let id' = fst (subst_constructor subst id) in if projs' == projs && kn' == kn && id' == id then obj else ((kn',i),id',kl,projs') let discharge_constructor (ind, n) = (Lib.discharge_inductive ind, n) let discharge_structure (_,(ind,id,kl,projs)) = Some (Lib.discharge_inductive ind, discharge_constructor id, kl, List.map (Option.map Lib.discharge_con) projs) let inStruc : struc_tuple -> obj = declare_object {(default_object "STRUCTURE") with cache_function = cache_structure; load_function = load_structure; subst_function = subst_structure; classify_function = (fun x -> Substitute x); discharge_function = discharge_structure } let declare_structure (s,c,kl,pl) = Lib.add_anonymous_leaf (inStruc (s,c,kl,pl)) let lookup_structure indsp = Indmap.find indsp !structure_table let lookup_projections indsp = (lookup_structure indsp).s_PROJ let find_projection_nparams = function | ConstRef cst -> (Cmap.find cst !projection_table).s_EXPECTEDPARAM | _ -> raise Not_found let find_projection = function | ConstRef cst -> Cmap.find cst !projection_table | _ -> raise Not_found (************************************************************************) (*s A canonical structure declares "canonical" conversion hints between *) (* the effective components of a structure and the projections of the *) (* structure *) (* Table des definitions "object" : pour chaque object c, c := [x1:B1]...[xk:Bk](Build_R a1...am t1...t_n) If ti has the form (ci ui1...uir) where ci is a global reference and if the corresponding projection Li of the structure R is defined, one declare a "conversion" between ci and Li x1:B1..xk:Bk |- (Li a1..am (c x1..xk)) =_conv (ci ui1...uir) that maps the pair (Li,ci) to the following data o_DEF = c o_TABS = B1...Bk o_PARAMS = a1...am o_NARAMS = m o_TCOMP = ui1...uir *) type obj_typ = { o_DEF : constr; o_INJ : int; (* position of trivial argument (negative= none) *) o_TABS : constr list; (* ordered *) o_TPARAMS : constr list; (* ordered *) o_NPARAMS : int; o_TCOMPS : constr list } (* ordered *) type cs_pattern = Const_cs of global_reference | Prod_cs | Sort_cs of sorts_family | Default_cs let object_table = Summary.ref (Refmap.empty : (cs_pattern * obj_typ) list Refmap.t) ~name:"record-canonical-structs" let canonical_projections () = Refmap.fold (fun x -> List.fold_right (fun (y,c) acc -> ((x,y),c)::acc)) !object_table [] let keep_true_projections projs kinds = let filter (p, (_, b)) = if b then Some p else None in List.map_filter filter (List.combine projs kinds) let cs_pattern_of_constr t = match kind_of_term t with App (f,vargs) -> begin try Const_cs (global_of_constr f) , -1, Array.to_list vargs with e when Errors.noncritical e -> raise Not_found end | Rel n -> Default_cs, pred n, [] | Prod (_,a,b) when not (Termops.dependent (mkRel 1) b) -> Prod_cs, -1, [a; Termops.pop b] | Sort s -> Sort_cs (family_of_sort s), -1, [] | _ -> begin try Const_cs (global_of_constr t) , -1, [] with e when Errors.noncritical e -> raise Not_found end (* Intended to always succeed *) let compute_canonical_projections (con,ind) = let v = mkConst con in let c = Environ.constant_value (Global.env()) con in let lt,t = Reductionops.splay_lam (Global.env()) Evd.empty c in let lt = List.rev_map snd lt in let args = snd (decompose_app t) in let { s_EXPECTEDPARAM = p; s_PROJ = lpj; s_PROJKIND = kl } = lookup_structure ind in let params, projs = List.chop p args in let lpj = keep_true_projections lpj kl in let lps = List.combine lpj projs in let comp = List.fold_left (fun l (spopt,t) -> (* comp=components *) match spopt with | Some proji_sp -> begin try let patt, n , args = cs_pattern_of_constr t in ((ConstRef proji_sp, patt, n, args) :: l) with Not_found -> if Flags.is_verbose () then (let con_pp = Nametab.pr_global_env Id.Set.empty (ConstRef con) and proji_sp_pp = Nametab.pr_global_env Id.Set.empty (ConstRef proji_sp) in msg_warning (strbrk "No global reference exists for projection value" ++ Termops.print_constr t ++ strbrk " in instance " ++ con_pp ++ str " of " ++ proji_sp_pp ++ strbrk ", ignoring it.")); l end | _ -> l) [] lps in List.map (fun (refi,c,inj,argj) -> (refi,c), {o_DEF=v; o_INJ=inj; o_TABS=lt; o_TPARAMS=params; o_NPARAMS=List.length params; o_TCOMPS=argj}) comp let pr_cs_pattern = function Const_cs c -> Nametab.pr_global_env Id.Set.empty c | Prod_cs -> str "_ -> _" | Default_cs -> str "_" | Sort_cs s -> Termops.pr_sort_family s let open_canonical_structure i (_,o) = if Int.equal i 1 then let lo = compute_canonical_projections o in List.iter (fun ((proj,cs_pat),s) -> let l = try Refmap.find proj !object_table with Not_found -> [] in let ocs = try Some (List.assoc_f Pervasives.(=) cs_pat l) (* FIXME *) with Not_found -> None in match ocs with | None -> object_table := Refmap.add proj ((cs_pat,s)::l) !object_table; | Some cs -> if Flags.is_verbose () then let old_can_s = (Termops.print_constr cs.o_DEF) and new_can_s = (Termops.print_constr s.o_DEF) in let prj = (Nametab.pr_global_env Id.Set.empty proj) and hd_val = (pr_cs_pattern cs_pat) in msg_warning (strbrk "Ignoring canonical projection to " ++ hd_val ++ strbrk " by " ++ prj ++ strbrk " in " ++ new_can_s ++ strbrk ": redundant with " ++ old_can_s)) lo let cache_canonical_structure o = open_canonical_structure 1 o let subst_canonical_structure (subst,(cst,ind as obj)) = (* invariant: cst is an evaluable reference. Thus we can take *) (* the first component of subst_con. *) let cst' = fst (subst_con subst cst) in let ind' = Inductiveops.subst_inductive subst ind in if cst' == cst && ind' == ind then obj else (cst',ind') let discharge_canonical_structure (_,(cst,ind)) = Some (Lib.discharge_con cst,Lib.discharge_inductive ind) let inCanonStruc : constant * inductive -> obj = declare_object {(default_object "CANONICAL-STRUCTURE") with open_function = open_canonical_structure; cache_function = cache_canonical_structure; subst_function = subst_canonical_structure; classify_function = (fun x -> Substitute x); discharge_function = discharge_canonical_structure } let add_canonical_structure x = Lib.add_anonymous_leaf (inCanonStruc x) (*s High-level declaration of a canonical structure *) let error_not_structure ref = errorlabstrm "object_declare" (Nameops.pr_id (basename_of_global ref) ++ str" is not a structure object.") let check_and_decompose_canonical_structure ref = let sp = match ref with ConstRef sp -> sp | _ -> error_not_structure ref in let env = Global.env () in let vc = match Environ.constant_opt_value env sp with | Some vc -> vc | None -> error_not_structure ref in let body = snd (splay_lam (Global.env()) Evd.empty vc) in let f,args = match kind_of_term body with | App (f,args) -> f,args | _ -> error_not_structure ref in let indsp = match kind_of_term f with | Construct (indsp,1) -> indsp | _ -> error_not_structure ref in let s = try lookup_structure indsp with Not_found -> error_not_structure ref in let ntrue_projs = List.length (List.filter (fun (_, x) -> x) s.s_PROJKIND) in if s.s_EXPECTEDPARAM + ntrue_projs > Array.length args then error_not_structure ref; (sp,indsp) let declare_canonical_structure ref = add_canonical_structure (check_and_decompose_canonical_structure ref) let lookup_canonical_conversion (proj,pat) = List.assoc_f Pervasives.(=) pat (Refmap.find proj !object_table) (* FIXME *) let is_open_canonical_projection env sigma (c,args) = try let n = find_projection_nparams (global_of_constr c) in try let arg = whd_betadeltaiota env sigma (Stack.nth args n) in let hd = match kind_of_term arg with App (hd, _) -> hd | _ -> arg in not (isConstruct hd) with Failure _ -> false with Not_found -> false