open Pp open Util open Names open Cic open Term open Reduction open Typeops open Indtypes open Modops open Subtyping open Declarations open Environ (** {6 Checking constants } *) (* let refresh_arity ar = *) (* let ctxt, hd = decompose_prod_assum ar in *) (* match hd with *) (* Sort (Type u) when not (Univ.is_univ_variable u) -> *) (* let u' = Univ.fresh_local_univ() in *) (* mkArity (ctxt,Type u'), *) (* Univ.enforce_leq u u' Univ.empty_constraint *) (* | _ -> ar, Univ.empty_constraint *) let check_constant_declaration env kn cb = Flags.if_verbose ppnl (str " checking cst: " ++ prcon kn); (* let env = add_constraints cb.const_constraints env in*) (match cb.const_type with ty -> let env' = add_constraints cb.const_constraints env in (*MS: FIXME*) let _ = infer_type env' ty in (match body_of_constant cb with | Some bd -> let j = infer env' bd in conv_leq env' j ty | None -> ()) (* | PolymorphicArity(ctxt,par) -> *) (* let _ = check_ctxt env ctxt in *) (* check_polymorphic_arity env ctxt par *)); add_constant kn cb env (** {6 Checking modules } *) (** We currently ignore the [mod_type_alg] and [typ_expr_alg] fields. The only delicate part is when [mod_expr] is an algebraic expression : we need to expand it before checking it is indeed a subtype of [mod_type]. Fortunately, [mod_expr] cannot contain any [MEwith]. *) let lookup_module mp env = try Environ.lookup_module mp env with Not_found -> failwith ("Unknown module: "^string_of_mp mp) let rec check_module env mp mb = let (_:module_signature) = check_signature env mb.mod_type mb.mod_mp mb.mod_delta in let optsign = match mb.mod_expr with |Struct sign -> Some (check_signature env sign mb.mod_mp mb.mod_delta) |Algebraic me -> Some (check_mexpression env me mb.mod_mp mb.mod_delta) |Abstract|FullStruct -> None in match optsign with |None -> () |Some sign -> let mtb1 = {typ_mp=mp; typ_expr=sign; typ_expr_alg=None; typ_constraints=Univ.Constraint.empty; typ_delta = mb.mod_delta;} and mtb2 = {typ_mp=mp; typ_expr=mb.mod_type; typ_expr_alg=None; typ_constraints=Univ.Constraint.empty; typ_delta = mb.mod_delta;} in let env = add_module_type mp mtb1 env in Subtyping.check_subtypes env mtb1 mtb2 and check_module_type env mty = let (_:module_signature) = check_signature env mty.typ_expr mty.typ_mp mty.typ_delta in () and check_structure_field env mp lab res = function | SFBconst cb -> let c = Constant.make2 mp lab in check_constant_declaration env c cb | SFBmind mib -> let kn = MutInd.make2 mp lab in let kn = mind_of_delta res kn in Indtypes.check_inductive env kn mib | SFBmodule msb -> let () = check_module env (MPdot(mp,lab)) msb in Modops.add_module msb env | SFBmodtype mty -> check_module_type env mty; add_modtype (MPdot(mp,lab)) mty env and check_mexpr env mse mp_mse res = match mse with | MEident mp -> let mb = lookup_module mp env in (subst_and_strengthen mb mp_mse).mod_type | MEapply (f,mp) -> let sign = check_mexpr env f mp_mse res in let farg_id, farg_b, fbody_b = destr_functor sign in let mtb = module_type_of_module (Some mp) (lookup_module mp env) in check_subtypes env mtb farg_b; subst_signature (map_mbid farg_id mp) fbody_b | MEwith _ -> error_with_module () and check_mexpression env sign mp_mse res = match sign with | MoreFunctor (arg_id, mtb, body) -> check_module_type env mtb; let env' = add_module_type (MPbound arg_id) mtb env in let body = check_mexpression env' body mp_mse res in MoreFunctor(arg_id,mtb,body) | NoFunctor me -> check_mexpr env me mp_mse res and check_signature env sign mp_mse res = match sign with | MoreFunctor (arg_id, mtb, body) -> check_module_type env mtb; let env' = add_module_type (MPbound arg_id) mtb env in let body = check_signature env' body mp_mse res in MoreFunctor(arg_id,mtb,body) | NoFunctor struc -> let (_:env) = List.fold_left (fun env (lab,mb) -> check_structure_field env mp_mse lab res mb) env struc in NoFunctor struc