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Estimated hours taken: 25 A re-work of check_typeclass.m. Now, rather than the ad-hoc approach of checking each method of each instance declaration for *exact* type and mode correctness, we generate a new predicate that gets inserted into the HLDS. This predicate is checked for type, mode, uniqueness and determinism correctness in the appropriate compiler pass. As a consequence, the check_typeclass pass now has to come before typecheck.m. Previously, it was the final semantic analysis pass because it had to use type, mode, uniqueness and determinism information. The new approach does not need that information to be available. This has the following user-visible improvements: - constraints on class methods are now checked properly. An instance's implementation of a method may be less constrained. (Previously, these constraints weren't even checked at all. Oops). - a method implementation may be more polymorphic than expected - implied modes will be used for methods if necessary This is a much more robust approach (and it co-incides with the typeclass paper ;-) ). compiler/check_typeclass.m: Introduce the auxiliary predicate for the instance method. As an optimisation, do not introduce the predicate if the implementation given is an *exact* match (in terms of types, modes and determinism). compiler/mercury_compile.m: Put the check_typeclass pass before typechecking. compiler/type_util.m: Change type_list_matches_exactly to type_and_constraint_list_matches_exactly since check_typeclass is also responsible for checking constraints on method implementations. (This is only used in the optimisation mentioned above).
759 lines
25 KiB
Mathematica
759 lines
25 KiB
Mathematica
%-----------------------------------------------------------------------------%
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% Copyright (C) 1994-1998 The University of Melbourne.
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% This file may only be copied under the terms of the GNU General
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% Public License - see the file COPYING in the Mercury distribution.
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%-----------------------------------------------------------------------------%
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% File: type_util.m.
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% Main author: fjh.
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% This file provides some utility predicates which operate on types.
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% It is used by various stages of the compilation after type-checking,
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% include the mode checker and the code generator.
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%-----------------------------------------------------------------------------%
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%-----------------------------------------------------------------------------%
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:- module type_util.
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:- interface.
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:- import_module hlds_module, hlds_pred, hlds_data, prog_data.
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:- import_module list, term, map.
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%-----------------------------------------------------------------------------%
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% Succeed iff type is an "atomic" type - one which can be
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% unified using a simple_test rather than a complicated_unify.
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:- pred type_is_atomic(type, module_info).
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:- mode type_is_atomic(in, in) is semidet.
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% type_is_higher_order(Type, PredOrFunc, ArgTypes) succeeds iff
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% Type is a higher-order predicate or function type with the specified
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% argument types (for functions, the return type is appended to the
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% end of the argument types).
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:- pred type_is_higher_order(type, pred_or_func, list(type)).
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:- mode type_is_higher_order(in, out, out) is semidet.
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% type_id_is_higher_order(TypeId, PredOrFunc) succeeds iff
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% TypeId is a higher-order predicate or function type.
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:- pred type_id_is_higher_order(type_id, pred_or_func).
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:- mode type_id_is_higher_order(in, out) is semidet.
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% Given a type, determine what sort of type it is.
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:- pred classify_type(type, module_info, builtin_type).
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:- mode classify_type(in, in, out) is det.
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:- type builtin_type ---> int_type
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; char_type
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; str_type
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; float_type
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; pred_type
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; enum_type
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; polymorphic_type
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; user_type.
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% Given a non-variable type, return its type-id and argument types.
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:- pred type_to_type_id(type, type_id, list(type)).
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:- mode type_to_type_id(in, out, out) is semidet.
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% Given a variable type, return its type variable.
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:- pred type_util__var(type, tvar).
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:- mode type_util__var(in, out) is semidet.
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:- mode type_util__var(out, in) is det.
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% Given a type_id, a list of argument types and maybe a context,
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% construct a type.
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:- pred construct_type(type_id, list(type), (type)).
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:- mode construct_type(in, in, out) is det.
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:- pred construct_type(type_id, list(type), term__context, (type)).
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:- mode construct_type(in, in, in, out) is det.
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% Given a constant and an arity, return a type_id.
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% Fails if the constant is not an atom.
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:- pred make_type_id(const, int, type_id).
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:- mode make_type_id(in, in, out) is semidet.
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% Given a type_id, look up its module/name/arity
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:- pred type_util__type_id_module(module_info, type_id, module_name).
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:- mode type_util__type_id_module(in, in, out) is det.
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:- pred type_util__type_id_name(module_info, type_id, string).
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:- mode type_util__type_id_name(in, in, out) is det.
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:- pred type_util__type_id_arity(module_info, type_id, arity).
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:- mode type_util__type_id_arity(in, in, out) is det.
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% If the type is a du type, return the list of its constructors.
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:- pred type_constructors(type, module_info, list(constructor)).
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:- mode type_constructors(in, in, out) is semidet.
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% Work out the types of the arguments of a functor.
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:- pred type_util__get_cons_id_arg_types(module_info::in, (type)::in,
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cons_id::in, list(type)::out) is det.
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% Given a list of constructors for a type,
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% check whether that type is a no_tag type
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% (i.e. one with only one constructor, and
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% whose one constructor has only one argument,
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% and which is not mercury_builtin:type_info/1),
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% and if so, return its constructor symbol and argument type.
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:- pred type_is_no_tag_type(list(constructor), sym_name, type).
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:- mode type_is_no_tag_type(in, out, out) is semidet.
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% Unify (with occurs check) two types with respect to a type
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% substitution and update the type bindings.
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% The third argument is a list of type variables which cannot
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% be bound (i.e. head type variables).
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:- pred type_unify(type, type, list(tvar), tsubst, tsubst).
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:- mode type_unify(in, in, in, in, out) is semidet.
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:- pred type_unify_list(list(type), list(type), list(tvar), tsubst, tsubst).
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:- mode type_unify_list(in, in, in, in, out) is semidet.
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% Return a list of the type variables of a type.
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:- pred type_util__vars(type, list(tvar)).
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:- mode type_util__vars(in, out) is det.
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% type_list_subsumes(TypesA, TypesB, Subst) succeeds iff the list
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% TypesA subsumes (is more general than) TypesB, producing a
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% type substitution which when applied to TypesA will give TypesB.
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:- pred type_list_subsumes(list(type), list(type), tsubst).
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:- mode type_list_subsumes(in, in, out) is semidet.
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% type_list_matches_exactly(TypesA, TypesB) succeeds iff TypesA and
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% TypesB are exactly the same modulo variable renaming.
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:- pred type_and_constraint_list_matches_exactly(list(type),
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list(class_constraint), list(type), list(class_constraint)).
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:- mode type_and_constraint_list_matches_exactly(in, in, in, in) is semidet.
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% apply a type substitution (i.e. map from tvar -> type)
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% to all the types in a variable typing (i.e. map from var -> type).
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:- pred apply_substitution_to_type_map(map(var, type), tsubst, map(var, type)).
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:- mode apply_substitution_to_type_map(in, in, out) is det.
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% same thing as above, except for a recursive substitution
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% (i.e. we keep applying the substitution recursively until
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% there are no more changes).
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:- pred apply_rec_substitution_to_type_map(map(var, type), tsubst,
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map(var, type)).
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:- mode apply_rec_substitution_to_type_map(in, in, out) is det.
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% Update a map from tvar to type_info_locn, using the type substititon
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% to rename tvars and a variable substition to rename vars.
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%
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% If tvar maps to a another type variable, we keep the new
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% variable, if it maps to a type, we remove it from the map.
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:- pred apply_substitutions_to_var_map(map(tvar, type_info_locn), tsubst,
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map(var, var), map(tvar, type_info_locn)).
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:- mode apply_substitutions_to_var_map(in, in, in, out) is det.
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:- pred apply_rec_subst_to_constraints(substitution, list(class_constraint),
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list(class_constraint)).
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:- mode apply_rec_subst_to_constraints(in, in, out) is det.
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:- pred apply_rec_subst_to_constraint(substitution, class_constraint,
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class_constraint).
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:- mode apply_rec_subst_to_constraint(in, in, out) is det.
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:- pred apply_subst_to_constraints(substitution, list(class_constraint),
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list(class_constraint)).
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:- mode apply_subst_to_constraints(in, in, out) is det.
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:- pred apply_subst_to_constraint(substitution, class_constraint,
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class_constraint).
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:- mode apply_subst_to_constraint(in, in, out) is det.
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% strip out the term__context fields, replacing them with empty
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% term__contexts (as obtained by term__context_init/1)
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% in a type or list of types
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:- pred strip_term_contexts(list(term)::in, list(term)::out) is det.
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:- pred strip_term_context(term::in, term::out) is det.
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%-----------------------------------------------------------------------------%
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%-----------------------------------------------------------------------------%
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:- implementation.
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:- import_module bool, require, std_util.
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:- import_module prog_io, prog_io_goal, prog_util.
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type_util__type_id_module(_ModuleInfo, TypeName - _Arity, ModuleName) :-
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sym_name_get_module_name(TypeName, unqualified(""), ModuleName).
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type_util__type_id_name(_ModuleInfo, Name0 - _Arity, Name) :-
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unqualify_name(Name0, Name).
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type_util__type_id_arity(_ModuleInfo, _Name - Arity, Arity).
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type_is_atomic(Type, ModuleInfo) :-
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classify_type(Type, ModuleInfo, BuiltinType),
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BuiltinType \= polymorphic_type,
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BuiltinType \= pred_type,
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BuiltinType \= user_type.
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type_util__var(term__variable(Var), Var).
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%-----------------------------------------------------------------------------%
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% Given a type, determine what sort of type it is.
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classify_type(VarType, ModuleInfo, Type) :-
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(
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VarType = term__variable(_)
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->
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Type = polymorphic_type
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;
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VarType = term__functor(term__atom("character"), [], _)
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->
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Type = char_type
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;
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VarType = term__functor(term__atom("int"), [], _)
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->
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Type = int_type
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;
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VarType = term__functor(term__atom("float"), [], _)
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->
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Type = float_type
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;
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VarType = term__functor(term__atom("string"), [], _)
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->
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Type = str_type
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;
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type_is_higher_order(VarType, _, _)
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->
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Type = pred_type
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;
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type_is_enumeration(VarType, ModuleInfo)
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->
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Type = enum_type
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;
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Type = user_type
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).
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type_is_higher_order(Type, PredOrFunc, PredArgTypes) :-
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(
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Type = term__functor(term__atom("pred"),
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PredArgTypes, _),
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PredOrFunc = predicate
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;
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Type = term__functor(term__atom("="),
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[term__functor(term__atom("func"),
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FuncArgTypes, _),
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FuncRetType], _),
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list__append(FuncArgTypes, [FuncRetType], PredArgTypes),
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PredOrFunc = function
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).
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type_id_is_higher_order(SymName - Arity, PredOrFunc) :-
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unqualify_name(SymName, TypeName),
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(
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TypeName = "pred",
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PredOrFunc = predicate
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;
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TypeName = "=",
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Arity = 2,
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PredOrFunc = function
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).
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:- pred type_is_enumeration(type, module_info).
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:- mode type_is_enumeration(in, in) is semidet.
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type_is_enumeration(Type, ModuleInfo) :-
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type_to_type_id(Type, TypeId, _),
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module_info_types(ModuleInfo, TypeDefnTable),
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map__search(TypeDefnTable, TypeId, TypeDefn),
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hlds_data__get_type_defn_body(TypeDefn, TypeBody),
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TypeBody = du_type(_, _, IsEnum, _),
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IsEnum = yes.
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type_to_type_id(Type, SymName - Arity, Args) :-
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sym_name_and_args(Type, SymName, Args1),
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% higher order types may have representations where
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% their arguments don't directly correspond to the
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% arguments of the term.
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(
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type_is_higher_order(Type, _, PredArgTypes)
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->
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Args = PredArgTypes,
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list__length(Args1, Arity) % functions have arity 2,
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% (they are =/2)
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;
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Args = Args1,
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list__length(Args, Arity)
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).
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construct_type(TypeId, Args, Type) :-
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term__context_init(Context),
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construct_type(TypeId, Args, Context, Type).
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construct_type(TypeId, Args, Context, Type) :-
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(
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type_id_is_higher_order(TypeId, PredOrFunc)
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->
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(
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PredOrFunc = predicate,
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NewArgs = Args
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;
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PredOrFunc = function,
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pred_args_to_func_args(Args, FuncArgTypes, FuncRetType),
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NewArgs = [term__functor(term__atom("func"),
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FuncArgTypes, Context),
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FuncRetType]
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)
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;
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NewArgs = Args
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),
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TypeId = SymName - _,
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construct_qualified_term(SymName, NewArgs, Context, Type).
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%-----------------------------------------------------------------------------%
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% Given a constant and an arity, return a type_id.
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% This really ought to take a name and an arity -
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% use of integers/floats/strings as type names should
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% be rejected by the parser in prog_io.m, not in module_qual.m.
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make_type_id(term__atom(Name), Arity, unqualified(Name) - Arity).
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%-----------------------------------------------------------------------------%
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% If the type is a du type, return the list of its constructors.
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type_constructors(Type, ModuleInfo, Constructors) :-
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type_to_type_id(Type, TypeId, TypeArgs),
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module_info_types(ModuleInfo, TypeTable),
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map__search(TypeTable, TypeId, TypeDefn),
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hlds_data__get_type_defn_tparams(TypeDefn, TypeParams),
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hlds_data__get_type_defn_body(TypeDefn, TypeBody),
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TypeBody = du_type(Constructors0, _, _, _),
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substitute_type_args(TypeParams, TypeArgs, Constructors0,
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Constructors).
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%-----------------------------------------------------------------------------%
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type_util__get_cons_id_arg_types(ModuleInfo, VarType, ConsId, ArgTypes) :-
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(
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type_to_type_id(VarType, TypeId, TypeArgs),
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module_info_ctors(ModuleInfo, Ctors),
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% will fail for builtin cons_ids.
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map__search(Ctors, ConsId, ConsDefns),
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CorrectCons = lambda([ConsDefn::in] is semidet, (
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ConsDefn = hlds_cons_defn(_, TypeId, _)
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)),
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list__filter(CorrectCons, ConsDefns,
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[hlds_cons_defn(ArgTypes0, _, _)]),
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ArgTypes0 \= []
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->
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module_info_types(ModuleInfo, Types),
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map__lookup(Types, TypeId, TypeDefn),
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hlds_data__get_type_defn_tparams(TypeDefn, TypeDefnParams),
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term__term_list_to_var_list(TypeDefnParams, TypeDefnVars),
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term__substitute_corresponding_list(TypeDefnVars, TypeArgs,
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ArgTypes0, ArgTypes)
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;
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ArgTypes = []
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).
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%-----------------------------------------------------------------------------%
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% The checks for type_info and base_type_info
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% are needed because those types lie about their
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% arity; it might be cleaner to change that in
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% mercury_builtin.m, but that would cause some
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% bootstrapping difficulties.
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% It might be slightly better to check for mercury_builtin:type_info
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% etc. rather than just checking the unqualified type name,
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% but I found it difficult to verify that the constructors
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% would always be fully module-qualified at points where
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% type_is_no_tag_type/3 is called.
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type_is_no_tag_type(Ctors, Ctor, Type) :-
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Ctors = [Ctor - [_FieldName - Type]],
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unqualify_name(Ctor, Name),
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Name \= "type_info",
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Name \= "base_type_info",
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Name \= "typeclass_info",
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Name \= "base_typeclass_info".
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%-----------------------------------------------------------------------------%
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% Substitute the actual values of the type parameters
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% in list of constructors, for a particular instance of
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% a polymorphic type.
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:- pred substitute_type_args(list(type_param), list(type),
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list(constructor), list(constructor)).
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:- mode substitute_type_args(in, in, in, out) is det.
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substitute_type_args(TypeParams0, TypeArgs, Constructors0, Constructors) :-
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( TypeParams0 = [] ->
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Constructors = Constructors0
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;
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term__term_list_to_var_list(TypeParams0, TypeParams),
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map__from_corresponding_lists(TypeParams, TypeArgs, Subst),
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substitute_type_args_2(Constructors0, Subst, Constructors)
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).
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:- pred substitute_type_args_2(list(constructor), substitution,
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list(constructor)).
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:- mode substitute_type_args_2(in, in, out) is det.
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substitute_type_args_2([], _, []).
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substitute_type_args_2([Name - Args0 | Ctors0], Subst,
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[Name - Args | Ctors]) :-
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substitute_type_args_3(Args0, Subst, Args),
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substitute_type_args_2(Ctors0, Subst, Ctors).
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:- pred substitute_type_args_3(list(constructor_arg), substitution,
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list(constructor_arg)).
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:- mode substitute_type_args_3(in, in, out) is det.
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substitute_type_args_3([], _, []).
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substitute_type_args_3([Name - Arg0 | Args0], Subst, [Name - Arg | Args]) :-
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term__apply_substitution(Arg0, Subst, Arg),
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substitute_type_args_3(Args0, Subst, Args).
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%-----------------------------------------------------------------------------%
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%-----------------------------------------------------------------------------%
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% Check whether TypesA subsumes TypesB, and if so return
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% a type substitution that will map from TypesA to TypesB.
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type_list_subsumes(TypesA, TypesB, TypeSubst) :-
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%
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% TypesA subsumes TypesB iff TypesA can be unified with TypesB
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% without binding any of the type variables in TypesB.
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%
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term__vars_list(TypesB, TypesBVars),
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map__init(TypeSubst0),
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type_unify_list(TypesA, TypesB, TypesBVars, TypeSubst0, TypeSubst).
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%-----------------------------------------------------------------------------%
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% If this becomes a performance bottleneck, it can probably be coded
|
|
% more efficiently.
|
|
type_and_constraint_list_matches_exactly(TypesA, ConstraintsA0,
|
|
TypesB, ConstraintsB) :-
|
|
type_list_subsumes(TypesA, TypesB, Subst),
|
|
type_list_subsumes(TypesB, TypesA, _),
|
|
apply_subst_to_constraints(Subst, ConstraintsA0, ConstraintsA),
|
|
list__sort(ConstraintsA, SortedA),
|
|
list__sort(ConstraintsB, SortedB),
|
|
SortedA = SortedB.
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
% Types are represented as terms, but we can't just use term__unify
|
|
% because we need to avoid binding any of the "head type params"
|
|
% (the type variables that occur in the head of the clause),
|
|
% and because one day we might want to handle equivalent types.
|
|
|
|
type_unify(term__variable(X), term__variable(Y), HeadTypeParams, Bindings0,
|
|
Bindings) :-
|
|
( list__member(Y, HeadTypeParams) ->
|
|
type_unify_head_type_param(X, Y, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
; list__member(X, HeadTypeParams) ->
|
|
type_unify_head_type_param(Y, X, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
; map__search(Bindings0, X, BindingOfX) ->
|
|
( map__search(Bindings0, Y, BindingOfY) ->
|
|
% both X and Y already have bindings - just
|
|
% unify the types they are bound to
|
|
type_unify(BindingOfX, BindingOfY, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
term__apply_rec_substitution(BindingOfX,
|
|
Bindings0, SubstBindingOfX),
|
|
% Y is a type variable which hasn't been bound yet
|
|
( SubstBindingOfX = term__variable(Y) ->
|
|
Bindings = Bindings0
|
|
;
|
|
\+ term__occurs(SubstBindingOfX, Y, Bindings0),
|
|
map__det_insert(Bindings0, Y, SubstBindingOfX,
|
|
Bindings)
|
|
)
|
|
)
|
|
;
|
|
( map__search(Bindings0, Y, BindingOfY) ->
|
|
term__apply_rec_substitution(BindingOfY,
|
|
Bindings0, SubstBindingOfY),
|
|
% X is a type variable which hasn't been bound yet
|
|
( SubstBindingOfY = term__variable(X) ->
|
|
Bindings = Bindings0
|
|
;
|
|
\+ term__occurs(SubstBindingOfY, X, Bindings0),
|
|
map__det_insert(Bindings0, X, SubstBindingOfY,
|
|
Bindings)
|
|
)
|
|
;
|
|
% both X and Y are unbound type variables -
|
|
% bind one to the other
|
|
( X = Y ->
|
|
Bindings = Bindings0
|
|
;
|
|
map__det_insert(Bindings0, X, term__variable(Y),
|
|
Bindings)
|
|
)
|
|
)
|
|
).
|
|
|
|
type_unify(term__variable(X), term__functor(F, As, C), HeadTypeParams,
|
|
Bindings0, Bindings) :-
|
|
(
|
|
map__search(Bindings0, X, BindingOfX)
|
|
->
|
|
type_unify(BindingOfX, term__functor(F, As, C), HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
\+ term__occurs_list(As, X, Bindings0),
|
|
\+ list__member(X, HeadTypeParams),
|
|
map__det_insert(Bindings0, X, term__functor(F, As, C), Bindings)
|
|
).
|
|
|
|
type_unify(term__functor(F, As, C), term__variable(X), HeadTypeParams,
|
|
Bindings0, Bindings) :-
|
|
(
|
|
map__search(Bindings0, X, BindingOfX)
|
|
->
|
|
type_unify(term__functor(F, As, C), BindingOfX, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
\+ term__occurs_list(As, X, Bindings0),
|
|
\+ list__member(X, HeadTypeParams),
|
|
map__det_insert(Bindings0, X, term__functor(F, As, C), Bindings)
|
|
).
|
|
|
|
type_unify(term__functor(FX, AsX, _CX), term__functor(FY, AsY, _CY),
|
|
HeadTypeParams, Bindings0, Bindings) :-
|
|
list__length(AsX, ArityX),
|
|
list__length(AsY, ArityY),
|
|
(
|
|
FX = FY,
|
|
ArityX = ArityY
|
|
->
|
|
type_unify_list(AsX, AsY, HeadTypeParams, Bindings0, Bindings)
|
|
;
|
|
fail
|
|
).
|
|
|
|
% XXX Instead of just failing if the functors' name/arity is different,
|
|
% we should check here if these types have been defined
|
|
% to be equivalent using equivalence types. But this
|
|
% is difficult because (1) it causes typevarset synchronization
|
|
% problems, and (2) the relevant variables TypeInfo, TVarSet0, TVarSet
|
|
% haven't been passed in to here.
|
|
|
|
/*******
|
|
...
|
|
;
|
|
replace_eqv_type(FX, ArityX, AsX, EqvType)
|
|
->
|
|
type_unify(EqvType, term__functor(FY, AsY, CY), HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
replace_eqv_type(FY, ArityY, AsY, EqvType)
|
|
->
|
|
type_unify(term__functor(FX, AsX, CX), EqvType, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
fail
|
|
).
|
|
|
|
:- pred replace_eqv_type(const, int, list(type), type).
|
|
:- mode replace_eqv_type(in, in, in, out) is semidet.
|
|
|
|
replace_eqv_type(Functor, Arity, Args, EqvType) :-
|
|
|
|
% XXX magically_obtain(TypeTable, TVarSet0, TVarSet)
|
|
|
|
make_type_id(Functor, Arity, TypeId),
|
|
map__search(TypeTable, TypeId, TypeDefn),
|
|
TypeDefn = hlds_type_defn(TypeVarSet, TypeParams0,
|
|
eqv_type(EqvType0), _Condition, Context, _Status),
|
|
varset__merge(TVarSet0, TypeVarSet, [EqvType0 | TypeParams0],
|
|
TVarSet, [EqvType1, TypeParams1]),
|
|
type_param_to_var_list(TypeParams1, TypeParams),
|
|
term__substitute_corresponding(EqvType1, TypeParams, AsX,
|
|
EqvType).
|
|
|
|
******/
|
|
|
|
type_unify_list([], [], _) --> [].
|
|
type_unify_list([X | Xs], [Y | Ys], HeadTypeParams) -->
|
|
type_unify(X, Y, HeadTypeParams),
|
|
type_unify_list(Xs, Ys, HeadTypeParams).
|
|
|
|
:- pred type_unify_head_type_param(tvar, tvar, list(tvar), tsubst, tsubst).
|
|
:- mode type_unify_head_type_param(in, in, in, in, out) is semidet.
|
|
|
|
type_unify_head_type_param(Var, HeadVar, HeadTypeParams, Bindings0,
|
|
Bindings) :-
|
|
( map__search(Bindings0, Var, BindingOfVar) ->
|
|
BindingOfVar = term__variable(Var2),
|
|
type_unify_head_type_param(Var2, HeadVar, HeadTypeParams,
|
|
Bindings0, Bindings)
|
|
;
|
|
( Var = HeadVar ->
|
|
Bindings = Bindings0
|
|
;
|
|
\+ list__member(Var, HeadTypeParams),
|
|
map__det_insert(Bindings0, Var, term__variable(HeadVar),
|
|
Bindings)
|
|
)
|
|
).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
type_util__vars(Type, Tvars) :-
|
|
term__vars(Type, Tvars).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
apply_substitution_to_type_map(VarTypes0, Subst, VarTypes) :-
|
|
% optimize the common case of an empty type substitution
|
|
( map__is_empty(Subst) ->
|
|
VarTypes = VarTypes0
|
|
;
|
|
map__keys(VarTypes0, Vars),
|
|
apply_substitution_to_type_map_2(Vars, VarTypes0, Subst,
|
|
VarTypes)
|
|
).
|
|
|
|
:- pred apply_substitution_to_type_map_2(list(var)::in, map(var, type)::in,
|
|
tsubst::in, map(var, type)::out) is det.
|
|
|
|
apply_substitution_to_type_map_2([], VarTypes, _Subst, VarTypes).
|
|
apply_substitution_to_type_map_2([Var | Vars], VarTypes0, Subst,
|
|
VarTypes) :-
|
|
map__lookup(VarTypes0, Var, VarType0),
|
|
term__apply_substitution(VarType0, Subst, VarType),
|
|
map__det_update(VarTypes0, Var, VarType, VarTypes1),
|
|
apply_substitution_to_type_map_2(Vars, VarTypes1, Subst, VarTypes).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
apply_rec_substitution_to_type_map(VarTypes0, Subst, VarTypes) :-
|
|
% optimize the common case of an empty type substitution
|
|
( map__is_empty(Subst) ->
|
|
VarTypes = VarTypes0
|
|
;
|
|
map__keys(VarTypes0, Vars),
|
|
apply_rec_substitution_to_type_map_2(Vars, VarTypes0, Subst,
|
|
VarTypes)
|
|
).
|
|
|
|
:- pred apply_rec_substitution_to_type_map_2(list(var)::in, map(var, type)::in,
|
|
tsubst::in, map(var, type)::out) is det.
|
|
|
|
apply_rec_substitution_to_type_map_2([], VarTypes, _Subst, VarTypes).
|
|
apply_rec_substitution_to_type_map_2([Var | Vars], VarTypes0, Subst,
|
|
VarTypes) :-
|
|
map__lookup(VarTypes0, Var, VarType0),
|
|
term__apply_rec_substitution(VarType0, Subst, VarType),
|
|
map__det_update(VarTypes0, Var, VarType, VarTypes1),
|
|
apply_rec_substitution_to_type_map_2(Vars, VarTypes1, Subst, VarTypes).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
apply_substitutions_to_var_map(VarMap0, TSubst, Subst, VarMap) :-
|
|
% optimize the common case of empty substitutions
|
|
( map__is_empty(Subst), map__is_empty(TSubst) ->
|
|
VarMap = VarMap0
|
|
;
|
|
map__keys(VarMap0, TVars),
|
|
map__init(NewVarMap),
|
|
apply_substitutions_to_var_map_2(TVars, VarMap0, TSubst,
|
|
Subst, NewVarMap, VarMap)
|
|
).
|
|
|
|
|
|
:- pred apply_substitutions_to_var_map_2(list(var)::in, map(tvar,
|
|
type_info_locn)::in, tsubst::in, map(var, var)::in,
|
|
map(tvar, type_info_locn)::in,
|
|
map(tvar, type_info_locn)::out) is det.
|
|
|
|
apply_substitutions_to_var_map_2([], _VarMap0, _, _, NewVarMap, NewVarMap).
|
|
apply_substitutions_to_var_map_2([TVar | TVars], VarMap0, TSubst, Subst,
|
|
NewVarMap0, NewVarMap) :-
|
|
map__lookup(VarMap0, TVar, Locn),
|
|
type_info_locn_var(Locn, Var),
|
|
|
|
% find the new tvar, if there is one, otherwise just
|
|
% create the old var as a type variable.
|
|
( map__search(TSubst, TVar, NewTerm0) ->
|
|
NewTerm = NewTerm0
|
|
;
|
|
type_util__var(NewTerm, TVar)
|
|
),
|
|
|
|
% find the new var, if there is one
|
|
( map__search(Subst, Var, NewVar0) ->
|
|
NewVar = NewVar0
|
|
;
|
|
NewVar = Var
|
|
),
|
|
type_info_locn_set_var(Locn, NewVar, NewLocn),
|
|
|
|
% if the tvar is still a variable, insert it into the
|
|
% map with the new var.
|
|
( type_util__var(NewTerm, NewTVar) ->
|
|
map__det_insert(NewVarMap0, NewTVar, NewLocn, NewVarMap1)
|
|
;
|
|
NewVarMap1 = NewVarMap0
|
|
),
|
|
apply_substitutions_to_var_map_2(TVars, VarMap0, TSubst, Subst,
|
|
NewVarMap1, NewVarMap).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
|
|
apply_rec_subst_to_constraints(Subst, Constraints0, Constraints) :-
|
|
list__map(apply_rec_subst_to_constraint(Subst), Constraints0,
|
|
Constraints).
|
|
|
|
apply_rec_subst_to_constraint(Subst, Constraint0, Constraint) :-
|
|
Constraint0 = constraint(ClassName, Types0),
|
|
term__apply_rec_substitution_to_list(Types0, Subst, Types1),
|
|
% we need to maintain the invariant that types in class constraints
|
|
% do not have any information in their term__context fields
|
|
strip_term_contexts(Types1, Types),
|
|
Constraint = constraint(ClassName, Types).
|
|
|
|
apply_subst_to_constraints(Subst, Constraints0, Constraints) :-
|
|
list__map(apply_subst_to_constraint(Subst), Constraints0, Constraints).
|
|
|
|
apply_subst_to_constraint(Subst, Constraint0, Constraint) :-
|
|
Constraint0 = constraint(ClassName, Types0),
|
|
term__apply_substitution_to_list(Types0, Subst, Types),
|
|
Constraint = constraint(ClassName, Types).
|
|
|
|
strip_term_contexts(Terms, StrippedTerms) :-
|
|
list__map(strip_term_context, Terms, StrippedTerms).
|
|
|
|
strip_term_context(term__variable(V), term__variable(V)).
|
|
strip_term_context(term__functor(F, As0, _C0), term__functor(F, As, C)) :-
|
|
term__context_init(C),
|
|
strip_term_contexts(As0, As).
|
|
|
|
%-----------------------------------------------------------------------------%
|
|
%-----------------------------------------------------------------------------%
|