(************************************************************************) (* v * The Coq Proof Assistant / The Coq Development Team *) (* (arg_id,arg_t,body_t) | mtb -> error_not_a_functor mtb let is_functor = function | SEBfunctor _ -> true | _ -> false let module_body_of_type mp mtb = { mod_mp = mp; mod_type = mtb.typ_expr; mod_type_alg = mtb.typ_expr_alg; mod_expr = None; mod_constraints = mtb.typ_constraints; mod_delta = mtb.typ_delta; mod_retroknowledge = []} let check_modpath_equiv env mp1 mp2 = if ModPath.equal mp1 mp2 then () else let mp1' = mp_of_delta (lookup_module mp1 env).mod_delta mp1 in let mp2' = mp_of_delta (lookup_module mp2 env).mod_delta mp2 in if ModPath.equal mp1' mp2' then () else error_not_equal_modpaths mp1 mp2 (** {6 Substitutions of modular structures } *) let id_delta x y = x let rec subst_with_body sub = function |With_module_body(id,mp) as orig -> let mp' = subst_mp sub mp in if mp==mp' then orig else With_module_body(id,mp') |With_definition_body(id,cb) as orig -> let cb' = subst_const_body sub cb in if cb==cb' then orig else With_definition_body(id,cb') and subst_modtype sub do_delta mtb= let { typ_mp = mp; typ_expr = ty; typ_expr_alg = aty } = mtb in let mp' = subst_mp sub mp in let sub = if ModPath.equal mp mp' then sub else add_mp mp mp' empty_delta_resolver sub in let ty' = subst_struct_expr sub do_delta ty in let aty' = Option.smartmap (subst_struct_expr sub id_delta) aty in let delta' = do_delta mtb.typ_delta sub in if mp==mp' && ty==ty' && aty==aty' && delta'==mtb.typ_delta then mtb else { mtb with typ_mp = mp'; typ_expr = ty'; typ_expr_alg = aty'; typ_delta = delta' } and subst_structure sub do_delta sign = let subst_body ((l,body) as orig) = match body with | SFBconst cb -> let cb' = subst_const_body sub cb in if cb==cb' then orig else (l,SFBconst cb') | SFBmind mib -> let mib' = subst_mind sub mib in if mib==mib' then orig else (l,SFBmind mib') | SFBmodule mb -> let mb' = subst_module sub do_delta mb in if mb==mb' then orig else (l,SFBmodule mb') | SFBmodtype mtb -> let mtb' = subst_modtype sub do_delta mtb in if mtb==mtb' then orig else (l,SFBmodtype mtb') in List.smartmap subst_body sign and subst_module sub do_delta mb = let { mod_mp=mp; mod_expr=me; mod_type=ty; mod_type_alg=aty } = mb in let mp' = subst_mp sub mp in let sub = if not (is_functor ty) || ModPath.equal mp mp' then sub else add_mp mp mp' empty_delta_resolver sub in let ty' = subst_struct_expr sub do_delta ty in (* Special optim : maintain sharing between [mod_expr] and [mod_type] *) let me' = match me with | Some m when m == ty -> if ty == ty' then me else Some ty' | _ -> Option.smartmap (subst_struct_expr sub id_delta) me in let aty' = Option.smartmap (subst_struct_expr sub id_delta) aty in let delta' = do_delta mb.mod_delta sub in if mp==mp' && me==me' && ty==ty' && aty==aty' && delta'==mb.mod_delta then mb else { mb with mod_mp = mp'; mod_expr = me'; mod_type = ty'; mod_type_alg = aty'; mod_delta = delta' } and subst_struct_expr sub do_delta seb = match seb with |SEBident mp -> let mp' = subst_mp sub mp in if mp==mp' then seb else SEBident mp' |SEBfunctor (mbid, mtb, meb) -> let mtb' = subst_modtype sub do_delta mtb in let meb' = subst_struct_expr sub do_delta meb in if mtb==mtb' && meb==meb' then seb else SEBfunctor(mbid,mtb',meb') |SEBstruct str -> let str' = subst_structure sub do_delta str in if str==str' then seb else SEBstruct str' |SEBapply (meb1,meb2,cst) -> let meb1' = subst_struct_expr sub do_delta meb1 in let meb2' = subst_struct_expr sub do_delta meb2 in if meb1==meb1' && meb2==meb2' then seb else SEBapply(meb1',meb2',cst) |SEBwith (meb,wdb) -> let meb' = subst_struct_expr sub do_delta meb in let wdb' = subst_with_body sub wdb in if meb==meb' && wdb==wdb' then seb else SEBwith(meb',wdb') let subst_signature subst = subst_structure subst (fun resolver subst-> subst_codom_delta_resolver subst resolver) let subst_struct_expr subst = subst_struct_expr subst (fun resolver subst-> subst_codom_delta_resolver subst resolver) (** {6 Retroknowledge } *) (* spiwack: here comes the function which takes care of importing the retroknowledge declared in the library *) (* lclrk : retroknowledge_action list, rkaction : retroknowledge action *) let add_retroknowledge mp = let perform rkaction env = match rkaction with | Retroknowledge.RKRegister (f, e) -> Environ.register env f (match e with | Const kn -> kind_of_term (mkConst kn) | Ind ind -> kind_of_term (mkInd ind) | _ -> anomaly ~label:"Modops.add_retroknowledge" (Pp.str "had to import an unsupported kind of term")) in fun lclrk env -> (* The order of the declaration matters, for instance (and it's at the time this comment is being written, the only relevent instance) the int31 type registration absolutely needs int31 bits to be registered. Since the local_retroknowledge is stored in reverse order (each new registration is added at the top of the list) we need a fold_right for things to go right (the pun is not intented). So we lose tail recursivity, but the world will have exploded before any module imports 10 000 retroknowledge registration.*) List.fold_right perform lclrk env (** {6 Adding a module in the environment } *) let rec add_signature mp sign resolver env = let add_one env (l,elem) = match elem with |SFBconst cb -> let c = constant_of_delta_kn resolver (KerName.make2 mp l) in Environ.add_constant c cb env |SFBmind mib -> let mind = mind_of_delta_kn resolver (KerName.make2 mp l) in Environ.add_mind mind mib env |SFBmodule mb -> add_module mb env (* adds components as well *) |SFBmodtype mtb -> Environ.add_modtype mtb env in List.fold_left add_one env sign and add_module mb env = let mp = mb.mod_mp in let env = Environ.shallow_add_module mb env in match mb.mod_type with | SEBstruct (sign) -> add_retroknowledge mp mb.mod_retroknowledge (add_signature mp sign mb.mod_delta env) | SEBfunctor _ -> env | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") (** {6 Strengtening } *) let strengthen_const mp_from l cb resolver = match cb.const_body with | Def _ -> cb | _ -> let kn = KerName.make2 mp_from l in let con = constant_of_delta_kn resolver kn in { cb with const_body = Def (Lazyconstr.from_val (mkConst con)); const_body_code = Cemitcodes.from_val (Cbytegen.compile_alias con) } let rec strengthen_mod mp_from mp_to mb = if mp_in_delta mb.mod_mp mb.mod_delta then mb else match mb.mod_type with | SEBstruct (sign) -> let resolve_out,sign_out = strengthen_sig mp_from sign mp_to mb.mod_delta in { mb with mod_expr = Some (SEBident mp_to); mod_type = SEBstruct(sign_out); mod_type_alg = mb.mod_type_alg; mod_constraints = mb.mod_constraints; mod_delta = add_mp_delta_resolver mp_from mp_to (add_delta_resolver mb.mod_delta resolve_out); mod_retroknowledge = mb.mod_retroknowledge } | SEBfunctor _ -> mb | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") and strengthen_sig mp_from sign mp_to resolver = match sign with | [] -> empty_delta_resolver,[] | (l,SFBconst cb) :: rest -> let item' = l,SFBconst (strengthen_const mp_from l cb resolver) in let resolve_out,rest' = strengthen_sig mp_from rest mp_to resolver in resolve_out,item'::rest' | (_,SFBmind _ as item):: rest -> let resolve_out,rest' = strengthen_sig mp_from rest mp_to resolver in resolve_out,item::rest' | (l,SFBmodule mb) :: rest -> let mp_from' = MPdot (mp_from,l) in let mp_to' = MPdot(mp_to,l) in let mb_out = strengthen_mod mp_from' mp_to' mb in let item' = l,SFBmodule (mb_out) in let resolve_out,rest' = strengthen_sig mp_from rest mp_to resolver in add_delta_resolver resolve_out mb.mod_delta, item':: rest' | (l,SFBmodtype mty as item) :: rest -> let resolve_out,rest' = strengthen_sig mp_from rest mp_to resolver in resolve_out,item::rest' let strengthen mtb mp = if mp_in_delta mtb.typ_mp mtb.typ_delta then (* in this case mtb has already been strengthened*) mtb else match mtb.typ_expr with | SEBstruct (sign) -> let resolve_out,sign_out = strengthen_sig mtb.typ_mp sign mp mtb.typ_delta in {mtb with typ_expr = SEBstruct(sign_out); typ_delta = add_delta_resolver mtb.typ_delta (add_mp_delta_resolver mtb.typ_mp mp resolve_out)} | SEBfunctor _ -> mtb | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") let module_type_of_module mp mb = match mp with Some mp -> strengthen { typ_mp = mp; typ_expr = mb.mod_type; typ_expr_alg = None; typ_constraints = mb.mod_constraints; typ_delta = mb.mod_delta} mp | None -> {typ_mp = mb.mod_mp; typ_expr = mb.mod_type; typ_expr_alg = None; typ_constraints = mb.mod_constraints; typ_delta = mb.mod_delta} let inline_delta_resolver env inl mp mbid mtb delta = let constants = inline_of_delta inl mtb.typ_delta in let rec make_inline delta = function | [] -> delta | (lev,kn)::r -> let kn = replace_mp_in_kn (MPbound mbid) mp kn in let con = constant_of_delta_kn delta kn in try let constant = lookup_constant con env in let l = make_inline delta r in match constant.const_body with | Undef _ | OpaqueDef _ -> l | Def body -> let constr = Lazyconstr.force body in add_inline_delta_resolver kn (lev, Some constr) l with Not_found -> error_no_such_label_sub (con_label con) (string_of_mp (con_modpath con)) in make_inline delta constants let rec strengthen_and_subst_mod mb subst mp_from mp_to resolver = match mb.mod_type with | SEBstruct str -> let mb_is_an_alias = mp_in_delta mb.mod_mp mb.mod_delta in if mb_is_an_alias then subst_module subst (fun resolver subst-> subst_dom_delta_resolver subst resolver) mb else let resolver,new_sig = strengthen_and_subst_struct str subst mp_from mp_from mp_to false false mb.mod_delta in {mb with mod_mp = mp_to; mod_expr = Some (SEBident mp_from); mod_type = SEBstruct(new_sig); mod_delta = add_mp_delta_resolver mp_to mp_from resolver} | SEBfunctor(arg_id,arg_b,body) -> let subst = add_mp mb.mod_mp mp_to empty_delta_resolver subst in subst_module subst (fun resolver subst-> subst_dom_codom_delta_resolver subst resolver) mb | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") and strengthen_and_subst_struct str subst mp_alias mp_from mp_to alias incl resolver = match str with | [] -> empty_delta_resolver,[] | (l,SFBconst cb) :: rest -> let item' = if alias then (* case alias no strengthening needed*) l,SFBconst (subst_const_body subst cb) else l,SFBconst (strengthen_const mp_from l (subst_const_body subst cb) resolver) in let resolve_out,rest' = strengthen_and_subst_struct rest subst mp_alias mp_from mp_to alias incl resolver in if incl then (* If we are performing an inclusion we need to add the fact that the constant mp_to.l is \Delta-equivalent to resolver(mp_from.l) *) let kn_from = KerName.make2 mp_from l in let kn_to = KerName.make2 mp_to l in let old_name = kn_of_delta resolver kn_from in (add_kn_delta_resolver kn_to old_name resolve_out), item'::rest' else (*In this case the fact that the constant mp_to.l is \Delta-equivalent to resolver(mp_from.l) is already known because resolve_out contains mp_to maps to resolver(mp_from)*) resolve_out,item'::rest' | (l,SFBmind mib) :: rest -> (*Same as constant*) let item' = l,SFBmind (subst_mind subst mib) in let resolve_out,rest' = strengthen_and_subst_struct rest subst mp_alias mp_from mp_to alias incl resolver in if incl then let kn_from = KerName.make2 mp_from l in let kn_to = KerName.make2 mp_to l in let old_name = kn_of_delta resolver kn_from in (add_kn_delta_resolver kn_to old_name resolve_out), item'::rest' else resolve_out,item'::rest' | (l,SFBmodule mb) :: rest -> let mp_from' = MPdot (mp_from,l) in let mp_to' = MPdot(mp_to,l) in let mb_out = if alias then subst_module subst (fun resolver subst -> subst_dom_delta_resolver subst resolver) mb else strengthen_and_subst_mod mb subst mp_from' mp_to' resolver in let item' = l,SFBmodule (mb_out) in let resolve_out,rest' = strengthen_and_subst_struct rest subst mp_alias mp_from mp_to alias incl resolver in (* if mb is a functor we should not derive new equivalences on names, hence we add the fact that the functor can only be equivalent to itself. If we adopt an applicative semantic for functor this should be changed.*) if is_functor mb_out.mod_type then (add_mp_delta_resolver mp_to' mp_to' resolve_out),item':: rest' else add_delta_resolver resolve_out mb_out.mod_delta, item':: rest' | (l,SFBmodtype mty) :: rest -> let mp_from' = MPdot (mp_from,l) in let mp_to' = MPdot(mp_to,l) in let subst' = add_mp mp_from' mp_to' empty_delta_resolver subst in let mty = subst_modtype subst' (fun resolver subst -> subst_dom_codom_delta_resolver subst' resolver) mty in let resolve_out,rest' = strengthen_and_subst_struct rest subst mp_alias mp_from mp_to alias incl resolver in (add_mp_delta_resolver mp_to' mp_to' resolve_out), (l,SFBmodtype mty)::rest' (** Let P be a module path when we write: "Module M:=P." or "Module M. Include P. End M." We need to perform two operations to compute the body of M. - The first one is applying the substitution {P <- M} on the type of P - The second one is strenghtening. *) let strengthen_and_subst_mb mb mp include_b = match mb.mod_type with |SEBstruct str -> let mb_is_an_alias = mp_in_delta mb.mod_mp mb.mod_delta in (* if mb.mod_mp is an alias then the strengthening is useless (i.e. it is already done)*) let mp_alias = mp_of_delta mb.mod_delta mb.mod_mp in let subst_resolver = map_mp mb.mod_mp mp empty_delta_resolver in let new_resolver = add_mp_delta_resolver mp mp_alias (subst_dom_delta_resolver subst_resolver mb.mod_delta) in let subst = map_mp mb.mod_mp mp new_resolver in let resolver_out,new_sig = strengthen_and_subst_struct str subst mp_alias mb.mod_mp mp mb_is_an_alias include_b mb.mod_delta in { mb with mod_mp = mp; mod_type = SEBstruct(new_sig); mod_expr = Some (SEBident mb.mod_mp); mod_delta = if include_b then resolver_out else add_delta_resolver new_resolver resolver_out } |SEBfunctor(arg_id,argb,body) -> let subst = map_mp mb.mod_mp mp empty_delta_resolver in subst_module subst (fun resolver subst -> subst_dom_codom_delta_resolver subst resolver) mb | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") let subst_modtype_and_resolver mtb mp = let subst = (map_mp mtb.typ_mp mp empty_delta_resolver) in let new_delta = subst_dom_codom_delta_resolver subst mtb.typ_delta in let full_subst = (map_mp mtb.typ_mp mp new_delta) in subst_modtype full_subst (fun resolver subst -> subst_dom_codom_delta_resolver subst resolver) mtb (** {6 Cleaning a bounded module expression } *) let rec is_bounded_expr l = function | SEBident mp -> List.mem mp l | SEBapply (fexpr,mexpr,_) -> is_bounded_expr l mexpr || is_bounded_expr l fexpr | _ -> false let rec clean_struct l = function | (lab,SFBmodule mb) as field -> let clean_typ = clean_expr l mb.mod_type in let clean_impl = begin try if (is_bounded_expr l (Option.get mb.mod_expr)) then Some clean_typ else Some (clean_expr l (Option.get mb.mod_expr)) with Option.IsNone -> None end in if clean_typ==mb.mod_type && clean_impl==mb.mod_expr then field else (lab,SFBmodule {mb with mod_type=clean_typ; mod_expr=clean_impl}) | field -> field and clean_expr l = function | SEBfunctor (mbid,sigt,str) as s-> let str_clean = clean_expr l str in let sig_clean = clean_expr l sigt.typ_expr in if str_clean == str && Int.equal (Pervasives.compare sig_clean sigt.typ_expr) 0 then (** FIXME **) s else SEBfunctor (mbid,{sigt with typ_expr=sig_clean},str_clean) | SEBstruct str as s-> let str_clean = List.smartmap (clean_struct l) str in if str_clean == str then s else SEBstruct(str_clean) | str -> str let rec collect_mbid l = function | SEBfunctor (mbid,sigt,str) as s-> let str_clean = collect_mbid ((MPbound mbid)::l) str in if str_clean == str then s else SEBfunctor (mbid,sigt,str_clean) | SEBstruct str as s-> let str_clean = List.smartmap (clean_struct l) str in if str_clean == str then s else SEBstruct(str_clean) | _ -> anomaly ~label:"Modops" (Pp.str "the evaluation of the structure failed ") let clean_bounded_mod_expr = function | SEBfunctor _ as str -> let str_clean = collect_mbid [] str in if str_clean == str then str else str_clean | str -> str (** {6 Stm machinery : join and prune } *) let rec join_module_body mb = Option.iter join_struct_expr_body mb.mod_expr; Option.iter join_struct_expr_body mb.mod_type_alg; join_struct_expr_body mb.mod_type and join_structure_body struc = let join_body (l,body) = match body with | SFBconst sb -> join_constant_body sb | SFBmind _ -> () | SFBmodule m -> join_module_body m | SFBmodtype m -> join_struct_expr_body m.typ_expr; Option.iter join_struct_expr_body m.typ_expr_alg in List.iter join_body struc; and join_struct_expr_body = function | SEBfunctor (_,t,e) -> join_struct_expr_body t.typ_expr; Option.iter join_struct_expr_body t.typ_expr_alg; join_struct_expr_body e | SEBident mp -> () | SEBstruct s -> join_structure_body s | SEBapply (mexpr,marg,u) -> join_struct_expr_body mexpr; join_struct_expr_body marg | SEBwith (seb,wdcl) -> join_struct_expr_body seb; match wdcl with | With_module_body _ -> () | With_definition_body (_, sb) -> join_constant_body sb let rec prune_module_body mb = let me, mta, mt = mb.mod_expr, mb.mod_type_alg, mb.mod_type in let me' = Option.smartmap prune_struct_expr_body me in let mta' = Option.smartmap prune_struct_expr_body mta in let mt' = prune_struct_expr_body mt in if me' == me && mta' == mta && mt' == mt then mb else {mb with mod_expr = me'; mod_type_alg = mta'; mod_type = mt'} and prune_structure_body struc = let prune_body (l,body as orig) = match body with | SFBconst sb -> let sb' = prune_constant_body sb in if sb == sb' then orig else (l, SFBconst sb') | SFBmind _ -> orig | SFBmodule m -> let m' = prune_module_body m in if m == m' then orig else (l, SFBmodule m') | SFBmodtype m -> let te, te_alg = m.typ_expr, m.typ_expr_alg in let te' = prune_struct_expr_body te in let te_alg' = Option.smartmap prune_struct_expr_body te_alg in if te' == te && te_alg' == te_alg then orig else (l, SFBmodtype {m with typ_expr = te'; typ_expr_alg = te_alg'}) in List.smartmap prune_body struc and prune_struct_expr_body orig = match orig with | SEBfunctor (id,t,e) -> let te, ta = t.typ_expr, t.typ_expr_alg in let te' = prune_struct_expr_body te in let ta' = Option.smartmap prune_struct_expr_body ta in let e' = prune_struct_expr_body e in if te' == te && ta' == ta && e' == e then orig else SEBfunctor(id, {t with typ_expr = te'; typ_expr_alg = ta'}, e') | SEBident _ -> orig | SEBstruct s -> let s' = prune_structure_body s in if s' == s then orig else SEBstruct s' | SEBapply (mexpr,marg,u) -> let mexpr' = prune_struct_expr_body mexpr in let marg' = prune_struct_expr_body marg in if mexpr' == mexpr && marg' == marg then orig else SEBapply (mexpr', marg', u) | SEBwith (seb,wdcl) -> let seb' = prune_struct_expr_body seb in let wdcl' = match wdcl with | With_module_body _ -> wdcl | With_definition_body (id, sb) -> let sb' = prune_constant_body sb in if sb' == sb then wdcl else With_definition_body (id, sb') in if seb' == seb && wdcl' == wdcl then orig else SEBwith (seb', wdcl')